Env setup

# install.packages(renv)
renv::init()
Registered S3 methods overwritten by 'htmltools':
  method               from         
  print.html           tools:rstudio
  print.shiny.tag      tools:rstudio
  print.shiny.tag.list tools:rstudio
This project already has a lockfile. What would you like to do? 

1: Restore the project from the lockfile.
2: Discard the lockfile and re-initialize the project.
3: Activate the project without snapshotting or installing any packages.
4: Abort project initialization.
1
* Restoring project ... 
* The library is already synchronized with the lockfile.
renv::install("reticulate")
Retrieving 'https://packagemanager.rstudio.com/all/__linux__/focal/latest/src/contrib/reticulate_1.22.tar.gz' ...
    OK [downloaded 2.3 Mb in 1.1 secs]
Retrieving 'https://packagemanager.rstudio.com/all/__linux__/focal/latest/src/contrib/here_1.0.1.tar.gz' ...
    OK [downloaded 50.9 Kb in 1.4 secs]
Installing here [1.0.1] ...
    OK [installed binary]
Installing reticulate [1.22] ...
    OK [installed binary]
The following package(s) have been updated:

    reticulate [installed version 1.22 != loaded version 1.18]

Consider restarting the R session and loading the newly-installed packages.
renv::use_python()
* Activated Python 3.8.8 [virtualenv; /nfs/team205/ed6/bin/Pan_fetal_immune/src/5_organ_signatures/MOFA_factor_analysis/renv/python/virtualenvs/renv-python-3.8.8]
* Project '/nfs/team205/ed6/bin/Pan_fetal_immune/src/5_organ_signatures/MOFA_factor_analysis' loaded. [renv 0.12.5]
* The project may be out of sync -- use `renv::status()` for more details.
py_pkgs <- c(
    "scanpy",
    "anndata",
    "mofapy2"
)

reticulate::py_install(py_pkgs)
Error in (function (srcref)  : unimplemented type (29) in 'eval'
# setwd('~/Pan_fetal_immune/src/5_organ_signatures/MOFA_factor_analysis/')
# renv::activate()
# renv::use_python()
# 
# py_pkgs <- c(
#     "scanpy",
#     "anndata",
#     "mofapy2"
# )
# 
# reticulate::py_install(py_pkgs)
suppressPackageStartupMessages({
  library(tidyverse)
  library(MOFA2)
  library(Matrix)
  library(SingleCellExperiment)
  library(scran)
  library(glue)
  library(scater)
  library(patchwork)
  library(batchelor)
  library(rhdf5)
  # library(ggraph)
  }
  )
Error: package or namespace load failed for ‘tidyverse’ in loadNamespace(i, c(lib.loc, .libPaths()), versionCheck = vI[[i]]):
 namespace ‘ellipsis’ 0.3.1 is already loaded, but >= 0.3.2 is required

Define plotting utils

remove_x_axis <- function(){
  theme(axis.text.x = element_blank(), axis.ticks.x = element_blank(), axis.title.x = element_blank())  
}

remove_y_axis <- function(){
  theme(axis.text.y = element_blank(), axis.ticks.y = element_blank(), axis.title.y = element_blank())  
}

org_colors <- read_csv("~/Pan_fetal_immune/metadata/organ_colors.csv")
Duplicated column names deduplicated: 'organ' => 'organ_1' [2]
── Column specification ───────────────────────────────────────────────────────────────────────────────────────────────────────────
cols(
  organ = col_character(),
  organ_1 = col_character(),
  color = col_character()
)
org_colors <- setNames(org_colors$color, org_colors$organ)
figdir <- "~/mount/gdrive/Pan_fetal/Updates_and_presentations/figures/MOFA_analysis/"
if (!dir.exists(figdir)){ dir.create(figdir) }

Load pseudobulked data

split = "LYMPHOID"
indir <- glue("/nfs/team205/ed6/data/Fetal_immune/LMM_data/LMM_input_{split}_PBULK/")

matrix <- readMM(file = paste0(indir, "matrix.mtx.gz"))
coldata <- read.csv(file = paste0(indir, "metadata.csv.gz"))  %>%
  column_to_rownames("X")
rowdata <- read.csv(file = paste0(indir, "gene.csv.gz")) 

## Make SingleCellExperiment obj
sce <- SingleCellExperiment(list(logcounts = t(matrix)), colData = coldata)
rownames(sce) <- make.unique(rowdata$GeneName) 
## Plot number of cells per organ/celltype pair
n_cells_heatmap <- data.frame(colData(sce)) %>%
  group_by(anno_lvl_2_final_clean, organ) %>%
  summarise(n_cells=sum(n_cells)) %>%
  ggplot(aes(anno_lvl_2_final_clean, organ)) +
  geom_tile(aes(fill=log10(n_cells))) +
  geom_text(aes(label=n_cells), color="white") +
  scale_fill_viridis_c() +
  theme_classic(base_size = 16) +
  xlab("celltype") +
  theme(axis.text.x = element_blank(), axis.ticks.x = element_blank(), axis.title.x = element_blank())
`summarise()` has grouped output by 'anno_lvl_2_final_clean'. You can override using the `.groups` argument.
n_samples_heatmap <- data.frame(colData(sce)) %>%
  group_by(anno_lvl_2_final_clean, organ) %>%
  summarise(n_samples=n()) %>%
  ggplot(aes(anno_lvl_2_final_clean, organ)) +
  geom_tile(aes(fill=n_samples)) +
  geom_text(aes(label=n_samples), color="white") +
  scale_fill_viridis_c(option="cividis") +
  theme_classic(base_size = 16) +
  xlab("celltype") +
  theme(axis.text.x = element_text(angle=90, hjust=1, vjust=0.5))
`summarise()` has grouped output by 'anno_lvl_2_final_clean'. You can override using the `.groups` argument.
n_cells_heatmap / n_samples_heatmap

Preprocessing

Filtering samples

## Filter out samples with less than 20 cells
sce <- sce[,sce$n_cells > 20]

# Exclude celltypes present in just one organ
keep_ct <- data.frame(colData(sce)) %>%
  dplyr::select(organ, anno_lvl_2_final_clean) %>%
  distinct() %>%
  group_by(anno_lvl_2_final_clean) %>%
  summarise(n=n()) %>%
  ungroup() %>%
  filter(n > 1) %>%
  pull(anno_lvl_2_final_clean)

sce <- sce[,sce$anno_lvl_2_final_clean %in% keep_ct]

# Filter out celltypes with less than 10 samples
keep_ct <- data.frame(colData(sce)) %>%
  group_by(anno_lvl_2_final_clean) %>%
  summarise(n_samples=n()) %>%
  filter(n_samples >= 10) %>%
  pull(anno_lvl_2_final_clean)

sce <- sce[,sce$anno_lvl_2_final_clean %in% keep_ct]

## Exclude low quality clusters
anno_groups <- jsonlite::fromJSON(txt =  "~/Pan_fetal_immune/metadata/anno_groups.json")
sce <- sce[,!sce$anno_lvl_2_final_clean %in% anno_groups$OTHER]

## Exclude donor F19 (low Q)
sce <- sce[,!sce$donor %in% c('F19')]
## Exclude donors for which we have only one organ
data.frame(colData(sce))[c("Sample", "donor", "organ", 'age')] %>%
  distinct(donor, organ, Sample, age) %>%
  group_by(donor) %>%
  mutate(n_organs = length(unique(organ))) %>%
  ungroup() %>%
  filter(n_organs >= 3) %>%
  pull(donor) %>%
  unique()
 [1] "F45" "F23" "F30" "F38" "F41" "F29" "F35" "F51" "F21" "F32" "F50"
sce <- sce[,sce$donor %in% keep.donors]
## Plot number of cells per organ/celltype pair
n_cells_heatmap <- data.frame(colData(sce)) %>%
  group_by(anno_lvl_2_final_clean, organ) %>%
  summarise(n_cells=sum(n_cells)) %>%
  ggplot(aes(anno_lvl_2_final_clean, organ)) +
  geom_tile(aes(fill=log10(n_cells))) +
  geom_text(aes(label=n_cells), color="white") +
  scale_fill_viridis_c() +
  theme_classic(base_size = 16) +
  xlab("celltype") +
  theme(axis.text.x = element_blank(), axis.ticks.x = element_blank(), axis.title.x = element_blank())
`summarise()` has grouped output by 'anno_lvl_2_final_clean'. You can override using the `.groups` argument.
n_samples_heatmap <- data.frame(colData(sce)) %>%
  group_by(anno_lvl_2_final_clean, organ) %>%
  summarise(n_samples=n()) %>%
  ggplot(aes(anno_lvl_2_final_clean, organ)) +
  geom_tile(aes(fill=n_samples)) +
  geom_text(aes(label=n_samples), color="white") +
  scale_fill_viridis_c(option="cividis") +
  theme_classic(base_size = 16) +
  xlab("celltype") +
  theme(axis.text.x = element_text(angle=90, hjust=1, vjust=0.5))
`summarise()` has grouped output by 'anno_lvl_2_final_clean'. You can override using the `.groups` argument.
n_cells_heatmap / n_samples_heatmap

organ_order <- c("YS", "LI", "BM", "TH", "SP", "SK","KI","GU", "MLN")
pl <- data.frame(colData(sce)) %>%
  dplyr::group_by(anno_lvl_2_final_clean, organ) %>%
  dplyr::summarise(n_cells=sum(n_cells), n_samples=dplyr::n()) %>%
  dplyr::group_by(anno_lvl_2_final_clean) %>%
  dplyr::mutate(n_organs=dplyr::n(), org_frac=n_cells/sum(n_cells)) %>%
  ## is the ct overrepresented in one organ?
  dplyr::mutate(delta_max_org_frac = max(org_frac)-org_frac) %>% 
  dplyr::mutate(mean_delta_max_org_frac = mean(delta_max_org_frac)) %>% 
  dplyr::ungroup() %>%
  dplyr::arrange(n_organs, -mean_delta_max_org_frac) %>%
  dplyr::mutate(anno_lvl_2_final_clean=factor(anno_lvl_2_final_clean, levels=rev(unique(anno_lvl_2_final_clean)))) %>%
  dplyr::mutate(organ=factor(organ, levels=rev(organ_order))) %>%
  ggplot(aes(anno_lvl_2_final_clean, organ)) +
  geom_point(aes(color=log10(n_cells), size=n_samples)) +
  geom_text(aes(label=n_cells), color="white") +
  scale_size(range=c(7,18), breaks = c(0,1,10,30), name="# samples") +
  scale_fill_viridis_c() +
  scale_color_viridis_c(name="log10(# cells)") +
  theme_classic(base_size = 20) +
  xlab("celltype") +
  theme(axis.text.x = element_text(angle=90, hjust=1, vjust=0.5)) 
`summarise()` has grouped output by 'anno_lvl_2_final_clean'. You can override using the `.groups` argument.
## Save order of CTs from widespread to restricted
anno_order <- levels(pl$data$anno_lvl_2_final_clean)

ggsave(paste0(figdir, "ct_organ_distribution.pdf"), pl, width = 15, height = 10)

Technical effect correction

## Feature selection w scran WITHIN CELLTYPE
anno_groups <- split(colnames(sce), sce$anno_lvl_2_final_clean)
all_hvgs <- c()
for (i in anno_groups){
  dec <- modelGeneVar(sce[,i])
  hvgs <- getTopHVGs(dec, n = 1000)
  all_hvgs <- union(all_hvgs, hvgs)
  }

sce <- sce[which(rowSums(logcounts(sce)) > 0),]
sce
class: SingleCellExperiment 
dim: 27615 757 
metadata(0):
assays(1): logcounts
rownames(27615): TSPAN6 TNMD ... AL356417.3 AP000646.1
rowData names(0):
colnames(757): F45_SK_CD45P_FCAImmP7579224-F45-SK-CD4+T-12-5GEX F45_SK_CD45P_FCAImmP7579224-F45-SK-CD8+T-12-5GEX ...
  F50_SP_CD45P_FCAImmP7803020-F50-SP-IMMATURE_B-15-5GEX F30_TH_CD45N_FCAImmP7277565-F30-TH-ABT(ENTRY)-14-3GEX
colData names(7): Sample donor ... method n_cells
reducedDimNames(0):
altExpNames(0):

EDA with PCA

sce <- runPCA(sce, scale=TRUE, ncomponents=30, 
              exprs_values = "logcounts", subset_row=all_hvgs)
plotPCA(sce, colour_by="donor", ncomponents=6)

plotPCA(sce, colour_by="method", ncomponents=6)

plotPCA(sce, colour_by="organ", ncomponents=10)

Minimize obvious technical effects (3GEX/5GEX, donor) using linear regression (following procedure from OSCA)

## Regress technical effects
design <- model.matrix(~donor+method,data=colData(sce))
residuals <- regressBatches(sce, assay.type = "logcounts", design = design)
assay(sce, "corrected_logcounts") <- as.matrix(assay(residuals[,colnames(sce)], "corrected"))

## Regress organ (soup effect)
design <- model.matrix(~organ,data=colData(sce)) ## Include organ term to capture soup
residuals <- regressBatches(sce, assay.type = "corrected_logcounts", design = design)
assay(sce, "corrected_logcounts") <- as.matrix(assay(residuals[,colnames(sce)], "corrected"))

Check regression has an effect repeating PCA

sce <- runPCA(sce, scale=TRUE, ncomponents=30, exprs_values = "corrected_logcounts")

plotPCA(sce, colour_by="method", ncomponents=6)

plotPCA(sce, colour_by="donor", ncomponents=6)

plotPCA(sce, colour_by="organ", ncomponents=8)

Feature selection

## Feature selection w scran WITHIN CELLTYPE
anno_groups <- split(colnames(sce), sce$anno_lvl_2_final_clean)
all_hvgs <- c()
for (i in anno_groups){
  dec <- modelGeneVar(sce[,i], assay.type = "corrected_logcounts")
  hvgs <- getTopHVGs(dec, n = 1000)
  all_hvgs <- union(all_hvgs, hvgs)
  }

FA Model - Normal MOFA / only celltypes as groups

Make MOFA object (Use celltypes as grouping covariate)

mofa_obj <- readRDS(glue('{indir}LYMPHOID_mofa_obj_organCorrected_filteredDonors.RDS'))
Error in glue("{indir}LYMPHOID_mofa_obj_organCorrected_filteredDonors.RDS") : 
  could not find function "glue"
object <- mofa_obj

Prepare 4 training


data_opts <- get_default_data_options(object)
data_opts$use_float32 <- TRUE
data_opts$center_groups <- FALSE
object@data_options <- data_opts

model_opts <- get_default_model_options(object)
model_opts$num_factors <- 30
# model_opts$ard_factors <- FALSE

train_opts <- get_default_training_options(object)
train_opts$seed <- 2020
train_opts$convergence_mode <- "medium" # use "fast" for faster training
train_opts$stochastic <- FALSE

# mefisto_opts <- get_default_mefisto_options(object)
# mefisto_opts$warping <- FALSE
# mefisto_opts$sparseGP <- TRUE

object <- prepare_mofa(
  object = object,
  data_options = data_opts,
  model_options = model_opts,
  training_options = train_opts
) 
Some group(s) have less than 10 samples, MOFA will have little power to learn meaningful factors for these group(s)...
# Multi-group mode requested.

This is an advanced option, if this is the first time that you are running MOFA, we suggest that you try do some exploration first without specifying groups. Two important remarks:

 - The aim of the multi-group framework is to identify the sources of variability *within* the groups. If your aim is to find a factor that 'separates' the groups, you DO NOT want to use the multi-group framework. Please see the FAQ on the MOFA2 webpage.

 - It is important to account for the group effect before selecting highly variable features (HVFs). We suggest that either you calculate HVFs per group and then take the union, or regress out the group effect before HVF selection
Checking data options...
Due to string size limitations in the HDF5 format, sample names will be trimmed to less than 50 charactersChecking training options...
Checking model options...
object
Untrained MOFA model with the following characteristics: 
 Number of views: 1 
 Views names: corrected_logcounts 
 Number of features (per view): 7481 
 Number of groups: 23 
 Groups names: ABT(ENTRY) B1 CD4+T CD8+T CD8AA CYCLING_MPP CYCLING_NK CYCLING_T HSC_MPP ILC3 IMMATURE_B LARGE_PRE_B LATE_PRO_B LMPP_ELP MATURE_B MEMP NK NK_T PRE_PRO_B PRO_B SMALL_PRE_B TH17 TREG 
 Number of samples (per group): 18 29 47 41 16 15 42 28 22 35 26 48 29 4 47 19 62 38 34 44 42 34 37 
 

Train

Wrapped in run_mofa.R

outfile <- glue('{indir}{split}_mofa_model_oneview_organCorrected_filteredDonors.hdf5')
mofa_trained <- run_mofa(object, outfile = outfile)
Connecting to the mofapy2 python package using reticulate (use_basilisk = FALSE)... 
    Please make sure to manually specify the right python binary when loading R with reticulate::use_python(..., force=TRUE) or the right conda environment with reticulate::use_condaenv(..., force=TRUE)
    If you prefer to let us automatically install a conda environment with 'mofapy2' installed using the 'basilisk' package, please use the argument 'use_basilisk = TRUE'

mofapy2_0.6.4 is not detected in the specified python binary, see reticulate::py_config(). Setting use_basilisk = TRUE...Connecting to the mofapy2 package using basilisk. 
    Set 'use_basilisk' to FALSE if you prefer to manually set the python binary using 'reticulate'.
/bin/bash: /opt/conda/lib/libtinfo.so.6: no version information available (required by /bin/bash)
Collecting package metadata (current_repodata.json): ...working... done
Solving environment: ...working... failed with repodata from current_repodata.json, will retry with next repodata source.
Collecting package metadata (repodata.json): ...working... failed

CondaError: KeyboardInterrupt

Error: Error 2 occurred creating conda environment /home/jovyan/.cache/basilisk/1.2.1/MOFA2-1.3.4/mofa_env
### Tweaking the MOFA2 loading function because the quality control complains
load_model <- function(file, sort_factors = TRUE, on_disk = FALSE, load_data = TRUE,
                       remove_outliers = FALSE, remove_inactive_factors = TRUE, verbose = FALSE,
                       load_interpol_Z = FALSE) {

  # Create new MOFAodel object
  object <- new("MOFA")
  object@status <- "trained"
  
  # Set on_disk option
  if (on_disk) { 
    object@on_disk <- TRUE 
  } else { 
      object@on_disk <- FALSE 
  }
  
  # Get groups and data set names from the hdf5 file object
  h5ls.out <- h5ls(file, datasetinfo = FALSE)
  
  ########################
  ## Load training data ##
  ########################

  # Load names
  if ("views" %in% h5ls.out$name) {
    view_names <- as.character( h5read(file, "views")[[1]] )
    group_names <- as.character( h5read(file, "groups")[[1]] )
    feature_names <- h5read(file, "features")[view_names]
    sample_names  <- h5read(file, "samples")[group_names] 
  } else {  # for old models
    feature_names <- h5read(file, "features")
    sample_names  <- h5read(file, "samples")
    view_names <- names(feature_names)
    group_names <- names(sample_names)
    h5ls.out <- h5ls.out[grep("variance_explained", h5ls.out$name, invert = TRUE),]
  }
  if("covariates" %in%  h5ls.out$name){
    covariate_names <- as.character( h5read(file, "covariates")[[1]])
  } else {
    covariate_names <- NULL
  }

  # Load training data (as nested list of matrices)
  data <- list(); intercepts <- list()
  if (load_data && "data"%in%h5ls.out$name) {
    
    object@data_options[["loaded"]] <- TRUE
    if (verbose) message("Loading data...")
    
    for (m in view_names) {
      data[[m]] <- list()
      intercepts[[m]] <- list()
      for (g in group_names) {
        if (on_disk) {
          # as DelayedArrays
          data[[m]][[g]] <- DelayedArray::DelayedArray( HDF5ArraySeed(file, name = sprintf("data/%s/%s", m, g) ) )
        } else {
          # as matrices
          data[[m]][[g]] <- h5read(file, sprintf("data/%s/%s", m, g) )
          tryCatch(intercepts[[m]][[g]] <- as.numeric( h5read(file, sprintf("intercepts/%s/%s", m, g) ) ), error = function(e) { NULL })
        }
        # Replace NaN by NA
        data[[m]][[g]][is.nan(data[[m]][[g]])] <- NA # this realised into memory, TO FIX
      }
    }
    
  # Create empty training data (as nested list of empty matrices, with the correct dimensions)
  } else {
    
    object@data_options[["loaded"]] <- FALSE
    
    for (m in view_names) {
      data[[m]] <- list()
      for (g in group_names) {
        data[[m]][[g]] <- .create_matrix_placeholder(rownames = feature_names[[m]], colnames = sample_names[[g]])
      }
    }
  }

  object@data <- data
  object@intercepts <- intercepts


  # Load metadata if any
  if ("samples_metadata" %in% h5ls.out$name) {
    object@samples_metadata <- bind_rows(lapply(group_names, function(g) as.data.frame(h5read(file, sprintf("samples_metadata/%s", g)))))
  }
  if ("features_metadata" %in% h5ls.out$name) {
    object@features_metadata <- bind_rows(lapply(view_names, function(m) as.data.frame(h5read(file, sprintf("features_metadata/%s", m)))))
  }
  
  # ############################
  # ## Load sample covariates ##
  # ############################
  # 
  # if (any(grepl("cov_samples", h5ls.out$group))){
  #   covariates <- list()
  #   for (g in group_names) {
  #     if (on_disk) {
  #       # as DelayedArrays
  #       covariates[[g]] <- DelayedArray::DelayedArray( HDF5ArraySeed(file, name = sprintf("cov_samples/%s", g) ) )
  #     } else {
  #       # as matrices
  #       covariates[[g]] <- h5read(file, sprintf("cov_samples/%s", g) )
  #     }    
  #   }
  # } else covariates <- NULL
  # object@covariates <- covariates

  # if (any(grepl("cov_samples_transformed", h5ls.out$group))){
  #   covariates_warped <- list()
  #   for (g in group_names) {
  #     if (on_disk) {
  #       # as DelayedArrays
  #       covariates_warped[[g]] <- DelayedArray::DelayedArray( HDF5ArraySeed(file, name = sprintf("cov_samples_transformed/%s", g) ) )
  #     } else {
  #       # as matrices
  #       covariates_warped[[g]] <- h5read(file, sprintf("cov_samples_transformed/%s", g) )
  #     }    
  #   }
  # } else covariates_warped <- NULL
  # object@covariates_warped <- covariates_warped
  
  # #######################
  # ## Load interpolated factor values ##
  # #######################
  # 
  # interpolated_Z <- list()
  # if (isTRUE(load_interpol_Z)) {
  #   
  #   if (isTRUE(verbose)) message("Loading interpolated factor values...")
  #   
  #   for (g in group_names) {
  #     interpolated_Z[[g]] <- list()
  #     if (on_disk) {
  #       # as DelayedArrays
  #       # interpolated_Z[[g]] <- DelayedArray::DelayedArray( HDF5ArraySeed(file, name = sprintf("Z_predictions/%s", g) ) )
  #     } else {
  #       # as matrices
  #       tryCatch( {
  #         interpolated_Z[[g]][["mean"]] <- h5read(file, sprintf("Z_predictions/%s/mean", g) )
  #       }, error = function(x) { print("Predicitions of Z not found, not loading it...") })
  #       tryCatch( {
  #         interpolated_Z[[g]][["variance"]] <- h5read(file, sprintf("Z_predictions/%s/variance", g) )
  #       }, error = function(x) { print("Variance of predictions of Z not found, not loading it...") })
  #       tryCatch( {
  #         interpolated_Z[[g]][["new_values"]] <- h5read(file, "Z_predictions/new_values")
  #       }, error = function(x) { print("New values of Z not found, not loading it...") })
  #     }
  #   }
  # }
  # object@interpolated_Z <- interpolated_Z
  
  #######################
  ## Load expectations ##
  #######################

  expectations <- list()
  node_names <- h5ls.out[h5ls.out$group=="/expectations","name"]

  if (verbose) message(paste0("Loading expectations for ", length(node_names), " nodes..."))

  if ("AlphaW" %in% node_names)
    expectations[["AlphaW"]] <- h5read(file, "expectations/AlphaW")[view_names]
  if ("AlphaZ" %in% node_names)
    expectations[["AlphaZ"]] <- h5read(file, "expectations/AlphaZ")[group_names]
  if ("Sigma" %in% node_names)
    expectations[["Sigma"]] <- h5read(file, "expectations/Sigma")
  if ("Z" %in% node_names)
    expectations[["Z"]] <- h5read(file, "expectations/Z")[group_names]
  if ("W" %in% node_names)
    expectations[["W"]] <- h5read(file, "expectations/W")[view_names]
  if ("ThetaW" %in% node_names)
    expectations[["ThetaW"]] <- h5read(file, "expectations/ThetaW")[view_names]
  if ("ThetaZ" %in% node_names)
    expectations[["ThetaZ"]] <- h5read(file, "expectations/ThetaZ")[group_names]
  # if ("Tau" %in% node_names)
  #   expectations[["Tau"]] <- h5read(file, "expectations/Tau")
  
  object@expectations <- expectations

  
  ########################
  ## Load model options ##
  ########################

  if (verbose) message("Loading model options...")

  tryCatch( {
    object@model_options <- as.list(h5read(file, 'model_options', read.attributes = TRUE))
  }, error = function(x) { print("Model options not found, not loading it...") })

  # Convert True/False strings to logical values
  for (i in names(object@model_options)) {
    if (object@model_options[i] == "False" || object@model_options[i] == "True") {
      object@model_options[i] <- as.logical(object@model_options[i])
    } else {
      object@model_options[i] <- object@model_options[i]
    }
  }

  ##########################################
  ## Load training options and statistics ##
  ##########################################

  if (verbose) message("Loading training options and statistics...")

  # Load training options
  if (length(object@training_options) == 0) {
    tryCatch( {
      object@training_options <- as.list(h5read(file, 'training_opts', read.attributes = TRUE))
    }, error = function(x) { print("Training opts not found, not loading it...") })
  }

  # Load training statistics
  tryCatch( {
    object@training_stats <- h5read(file, 'training_stats', read.attributes = TRUE)
    object@training_stats <- h5read(file, 'training_stats', read.attributes = TRUE)
  }, error = function(x) { print("Training stats not found, not loading it...") })

  #############################
  ## Load covariates options ##
  #############################
  # 
  # if (any(grepl("cov_samples", h5ls.out$group))) { 
  #   if (isTRUE(verbose)) message("Loading covariates options...")
  #   tryCatch( {
  #     object@mefisto_options <- as.list(h5read(file, 'smooth_opts', read.attributes = TRUE))
  #   }, error = function(x) { print("Covariates options not found, not loading it...") })
  #   
  #   # Convert True/False strings to logical values
  #   for (i in names(object@mefisto_options)) {
  #     if (object@mefisto_options[i] == "False" | object@mefisto_options[i] == "True") {
  #       object@mefisto_options[i] <- as.logical(object@mefisto_options[i])
  #     } else {
  #       object@mefisto_options[i] <- object@mefisto_options[i]
  #     }
  #   }
  #   
  # }
  # 
  
    
  #######################################
  ## Load variance explained estimates ##
  #######################################
  
  if ("variance_explained" %in% h5ls.out$name) {
    r2_list <- list(
      r2_total = h5read(file, "variance_explained/r2_total")[group_names],
      r2_per_factor = h5read(file, "variance_explained/r2_per_factor")[group_names]
    )
    object@cache[["variance_explained"]] <- r2_list
  }
  
  # Hack to fix the problems where variance explained values range from 0 to 1 (%)
  if (max(sapply(object@cache$variance_explained$r2_total,max,na.rm=TRUE),na.rm=TRUE)<1) {
    for (m in 1:length(view_names)) {
      for (g in 1:length(group_names)) {
        object@cache$variance_explained$r2_total[[g]][[m]] <- 100 * object@cache$variance_explained$r2_total[[g]][[m]]
        object@cache$variance_explained$r2_per_factor[[g]][,m] <- 100 * object@cache$variance_explained$r2_per_factor[[g]][,m]
      }
    }
  }
  
  ##############################
  ## Specify dimensionalities ##
  ##############################
  
  # Specify dimensionality of the data
  object@dimensions[["M"]] <- length(data)                            # number of views
  object@dimensions[["G"]] <- length(data[[1]])                       # number of groups
  object@dimensions[["N"]] <- sapply(data[[1]], ncol)                 # number of samples (per group)
  object@dimensions[["D"]] <- sapply(data, function(e) nrow(e[[1]]))  # number of features (per view)
  # object@dimensions[["C"]] <- nrow(covariates[[1]])                        # number of covariates
  object@dimensions[["K"]] <- ncol(object@expectations$Z[[1]])        # number of factors
  
  # Assign sample and feature names (slow for large matrices)
  if (verbose) message("Assigning names to the different dimensions...")

  # Create default features names if they are null
  if (is.null(feature_names)) {
    print("Features names not found, generating default: feature1_view1, ..., featureD_viewM")
    feature_names <- lapply(seq_len(object@dimensions[["M"]]),
                            function(m) sprintf("feature%d_view_&d", as.character(seq_len(object@dimensions[["D"]][m])), m))
  } else {
    # Check duplicated features names
    all_names <- unname(unlist(feature_names))
    duplicated_names <- unique(all_names[duplicated(all_names)])
    if (length(duplicated_names)>0) 
      warning("There are duplicated features names across different views. We will add the suffix *_view* only for those features 
            Example: if you have both TP53 in mRNA and mutation data it will be renamed to TP53_mRNA, TP53_mutation")
    for (m in names(feature_names)) {
      tmp <- which(feature_names[[m]] %in% duplicated_names)
      if (length(tmp)>0) feature_names[[m]][tmp] <- paste(feature_names[[m]][tmp], m, sep="_")
    }
  }
  features_names(object) <- feature_names
  
  # Create default samples names if they are null
  if (is.null(sample_names)) {
    print("Samples names not found, generating default: sample1, ..., sampleN")
    sample_names <- lapply(object@dimensions[["N"]], function(n) paste0("sample", as.character(seq_len(n))))
  }
  samples_names(object) <- sample_names

  # Add covariates names
  # if(!is.null(object@covariates)){
  #   # Create default covariates names if they are null
  #   if (is.null(covariate_names)) {
  #     print("Covariate names not found, generating default: covariate1, ..., covariateC")
  #     covariate_names <- paste0("sample", as.character(seq_len(object@dimensions[["C"]])))
  #   }
  #   covariates_names(object) <- covariate_names
  # }
  
  # Set views names
  if (is.null(names(object@data))) {
    print("Views names not found, generating default: view1, ..., viewM")
    view_names <- paste0("view", as.character(seq_len(object@dimensions[["M"]])))
  }
  views_names(object) <- view_names
  
  # Set groups names
  if (is.null(names(object@data[[1]]))) {
    print("Groups names not found, generating default: group1, ..., groupG")
    group_names <- paste0("group", as.character(seq_len(object@dimensions[["G"]])))
  }
  groups_names(object) <- group_names
  
  # Set factors names
  factors_names(object)  <- paste0("Factor", as.character(seq_len(object@dimensions[["K"]])))
  
  ###################
  ## Parse factors ##
  ###################
  
  # Calculate variance explained estimates per factor
  if (is.null(object@cache[["variance_explained"]])) {
    object@cache[["variance_explained"]] <- calculate_variance_explained(object)
  } 
  
  # Remove inactive factors
  if (remove_inactive_factors) {
    r2 <- rowSums(do.call('cbind', lapply(object@cache[["variance_explained"]]$r2_per_factor, rowSums, na.rm=TRUE)))
    var.threshold <- 0.0001
    if (all(r2 < var.threshold)) {
      warning(sprintf("All %s factors were found to explain little or no variance so remove_inactive_factors option has been disabled.", length(r2)))
    } else if (any(r2 < var.threshold)) {
      object <- subset_factors(object, which(r2>=var.threshold))
      message(sprintf("%s factors were found to explain no variance and they were removed for downstream analysis. You can disable this option by setting load_model(..., remove_inactive_factors = FALSE)", sum(r2 < var.threshold)))
    }
  }
  
  # [Done in mofapy2] Sort factors by total variance explained
  if (sort_factors && object@dimensions$K>1) {

    # Sanity checks
    if (verbose) message("Re-ordering factors by their variance explained...")

    # Calculate variance explained per factor across all views
    r2 <- rowSums(sapply(object@cache[["variance_explained"]]$r2_per_factor, function(e) rowSums(e, na.rm = TRUE)))
    order_factors <- c(names(r2)[order(r2, decreasing = TRUE)])

    # re-order factors
    object <- subset_factors(object, order_factors)
  }

  # Mask outliers
  if (remove_outliers) {
    if (verbose) message("Removing outliers...")
    object <- .detect_outliers(object)
  }
  
  # Mask intercepts for non-Gaussian data
  if (any(object@model_options$likelihoods!="gaussian")) {
    for (m in names(which(object@model_options$likelihoods!="gaussian"))) {
      for (g in names(object@intercepts[[m]])) {
        object@intercepts[[m]][[g]] <- NA
      }
    }
  }

  # ######################
  # ## Quality controls ##
  # ######################
  # 
  # if (verbose) message("Doing quality control...")
  # object <- .quality_control(object, verbose = verbose)
  # 
  return(object)
}

mofa_trained <- load_model(outfile)

samples_names(mofa_trained) <- samples_names(object)
samples_metadata(mofa_trained)
rownames(samples_metadata(mofa_trained)) <- samples_metadata(mofa_trained)[["sample"]]

Prune factors

Visualize variance explained by factors

get_variance_explained(mofa_trained, as.data.frame = TRUE, )[[1]] %>%
  dplyr::mutate(group=factor(group, levels=rev(anno_order))) %>% 
  ggplot(aes(factor,group, fill=value)) +
  geom_tile() +
  scale_fill_viridis_c() +
  theme(axis.text.x = element_text(angle=45, hjust=1))

get_variance_explained(mofa_trained, as.data.frame = TRUE, )[[2]] %>%
  dplyr::mutate(group=factor(group, levels=anno_order)) %>%
  ggplot(aes(group, value)) +
  geom_col() +
  coord_flip() +
  ylab("Var. (%)") +
  theme_classic(base_size=14)

Identify technical factors

Do factors relate to the number of cells in pseudobulk?

n_cells <- mofa_trained@samples_metadata[,'n_cells', drop=FALSE]
Z <- get_factors(mofa_trained)
Z <- purrr::reduce(Z, rbind)
barplot(cor(n_cells, Z))

Distinguish technical factors by weight sparsity

get_weights(mofa_trained, abs=TRUE, scale = FALSE, as.data.frame = TRUE) %>%
  dplyr::group_by(factor) %>%
  dplyr::mutate(value=(value - min(value))/(max(value)- min(value)), rank=rank(value)) %>%
  dplyr::summarise(frac_zeros=sum(value < 0.05)/dplyr::n()) %>%
  ggplot(aes(factor, frac_zeros)) +
  geom_col() +
  coord_flip() +
  geom_hline(yintercept = 0.5, color="red")
exclude_factors <- get_weights(mofa_trained, abs=TRUE, scale = FALSE, as.data.frame = TRUE) %>%
  dplyr::group_by(factor) %>%
  dplyr::mutate(value=(value - min(value))/(max(value)- min(value)), rank=rank(value)) %>%
  dplyr::summarise(frac_zeros=sum(value < 0.05)/dplyr::n()) %>%
  dplyr::filter(frac_zeros < 0.55) %>%
  dplyr::pull(factor)
high_r2_groups_df <- get_variance_explained(mofa_trained, as.data.frame = TRUE)[[1]] %>%
  dplyr::filter(!factor %in% exclude_factors) %>%
  dplyr::group_by(group) %>%
  dplyr::mutate(tot_var=sum(value)) %>%
  dplyr::ungroup() %>%
  dplyr::arrange(tot_var) %>%
  dplyr::mutate(group=factor(group, levels = unique(group))) %>%
  dplyr::mutate(value=ifelse(value < 5, NA, value)) %>%
  dplyr::filter(!is.na(value)) 

high_r2_groups_df %>%
  ggplot(aes(factor,group, fill=value)) +
  geom_tile() +
  scale_fill_gradientn(colors=c("gray97","darkblue"), guide="colorbar") +
  theme_classic() +
  theme(axis.text.x = element_text(angle=45, hjust=1)) 
  

Find factors that separate pseudobulks by tissue

Calculating Adjusted Mutual Information between organ identity and clustering of pseudobulks based on factor values

calc_organ_AMI <- function(f, g){
  dmat <- dist(get_factors(mofa_trained, factors = f, groups = g)[[1]]) 
  hcl <- hclust(dmat)
  n_organs <- length(unique(samples_metadata(mofa_trained)[rownames(as.matrix(dmat)),'organ']))
  hcl_df <- data.frame(clust=cutree(hcl, k=n_organs)) %>%
    tibble::rownames_to_column("sample") %>%
    dplyr::left_join(samples_metadata(mofa_trained)) 
  organ_AMI <- aricode::AMI(hcl_df$clust, as.numeric(hcl_df$organ))
  return(organ_AMI)
}

samples_metadata(mofa_trained)$organ <- as.factor(samples_metadata(mofa_trained)$organ)
## Calc adjusted mutual info for each factor
AMIs <- sapply(1:nrow(high_r2_groups_df), function(i) calc_organ_AMI(high_r2_groups_df$factor[i], high_r2_groups_df$group[i]))

## Calc adjusted mutual info for all factors that explan > 2% variance 
groups <- as.character(unique(high_r2_groups_df$group))
ct_AMIs <- sapply(groups, function(g) calc_organ_AMI(high_r2_groups_df$factor[high_r2_groups_df$group == g], g))

AMI_pl <- data.frame(ct_AMIs) %>%
  dplyr::arrange(ct_AMIs) %>%
  tibble::rownames_to_column("celltype") %>%
  # dplyr::mutate(celltype=factor(rowname, levels=unique(rowname))) %>%
dplyr::mutate(celltype=factor(celltype, levels=rev(anno_order))) %>%
  ggplot(aes(ct_AMIs, celltype)) +
  geom_col() +
  xlab("Total Organ AMI") +
  theme_classic(base_size = 16)
  
AMI_f_pl <- high_r2_groups_df %>%
  dplyr::mutate(org_AMI=AMIs) %>%
  dplyr::mutate(group=factor(group, levels=levels(AMI_pl$data$celltype))) %>%
  ggplot(aes(factor, group, fill=org_AMI)) +
  geom_tile(color='black') +
  # scale_fill_gradientn(colors=c("gray97","red"), name="Organ Adj. Mutual Info") +
  scale_fill_viridis_c(option='magma') +
  theme_classic(base_size = 16) +
  theme(axis.text.x = element_text(angle=45, hjust=1))   

AMI_f_pl + (AMI_pl + remove_y_axis()) +
  plot_layout(guides="collect", widths = c(8,3))
## Save info on MI
high_r2_groups_df <- high_r2_groups_df %>%
  dplyr::mutate(org_AMI=AMIs) 

## Fix long names for plotting
all_groups <- names(get_data(mofa_trained)[[1]])
group_labeller <- all_groups %>%
  str_replace_all("_", " ") %>%
  {ifelse(nchar(.) > 20, str_replace(., " ", "\n"), .)} %>%
  setNames(all_groups)

AMI_pl_df <- high_r2_groups_df %>%
  dplyr::group_by(group) %>%
  dplyr::mutate(mean_AMI=max(org_AMI)) %>%
  dplyr::ungroup() %>%
  dplyr::arrange(mean_AMI) %>%
  dplyr::mutate(group=group_labeller[as.character(group)]) %>%
  dplyr::mutate(group=factor(group, levels=unique(group))) 

AMI_pl_df %>%
  ggplot(aes(org_AMI, group)) +
  geom_point(aes(fill=value), size=3, shape=21) +
  ggrepel::geom_text_repel(aes(label=str_remove(factor, "Factor")), color="black", force = 0.1, direction = 'x',
                           nudge_y           = 0.4,
    hjust             = 0) +
  xlab("Adj. Mutual Information - Organ ") +
  scale_fill_gradientn(colours = c("white", "red"), name="% var. explained") +
  theme_bw(base_size = 15)
for (fact in as.character(unique(AMI_pl_df$factor))){
  p <- AMI_pl_df %>%
    ggplot(aes(org_AMI, group)) +
    geom_point(fill="grey", size=2, shape=21, color="grey") +
    geom_point(data = . %>% dplyr::filter(factor==fact),
                 aes(fill=value), size=3, shape=21) +
    xlab("Adj. Mutual Information - Organ ") +
    scale_fill_gradientn(colours = c("white", "red"), name="% var. explained") +
    theme_bw(base_size = 15) +
    ggtitle(fact)
  print(p)
  }

Expression of top R2 factors

get_top_weight_genes <- function(mofa_trained, f, n_top=20, which="top"){
  w_df <- get_weights(mofa_trained, factors = f, as.data.frame = TRUE) %>%
    dplyr::arrange(value) 
  top_genes <- w_df %>%
      dplyr::top_n(n_top, value) %>%
      dplyr::pull(feature) %>%
      as.character()
  bot_genes <-  w_df %>%
      dplyr::top_n(n_top, -value) %>%
      dplyr::pull(feature) %>%
      as.character()
  if (which=="top") {
    genes <- top_genes
  } else if (which=="bottom"){
    genes <- bot_genes
  } else if (which=="both"){
    genes <- c(top_genes, bot_genes)
  }
  return(genes)
}

plot_data_top_weights <- function(mofa_trained, ct, f, n_top=20, which="top"){
  genes <- get_top_weight_genes(mofa_trained, f, which=which, n_top=n_top)
  data <- get_data(mofa_trained, groups=ct)[[1]][[1]][genes,]
  
  pl_df <- reshape2::melt(data, varnames=c("gene", "sample")) %>%
    dplyr::left_join(samples_metadata(mofa_trained)) %>%
    dplyr::arrange(age) %>%
    dplyr::mutate(sample=factor(sample, levels=unique(sample))) %>%
    dplyr::group_by(gene) %>%
    dplyr::mutate(value=scale(value))
  pl_df %>%
    ggplot(aes(sample, gene, fill=value)) +
    geom_tile() +
    facet_grid(.~organ, space="free", scales="free") +
    scale_fill_gradient2(high="red", low="blue", name="Scaled\nexpression") +
    xlab("----age--->") + ylab(glue("{which} weight genes")) +
    theme_bw(base_size=16) +
    theme(axis.ticks.x = element_blank(), axis.text.x = element_blank()) +
    ggtitle(glue('{ct} - {f}'))
}

for (g in all_groups){
  fs <- get_top_factor_per_celltype(mofa_trained, g, min_R2=5)
  fs <- fs[!fs %in% exclude_factors]
  if (length(fs) > 0){
    top_plots <- lapply(fs, function(x) (plot_data_top_weights(mofa_trained, g, x, which="top") + remove_x_axis()) /  
                          plot_data_top_weights(mofa_trained, g, x, which="bottom") + ggtitle("")
    )
    full_pl <-wrap_plots(top_plots, ncol=1) 
    ggsave(glue("{figdir}/top_factors_expr_{g}.pdf"),plot=full_pl,  width=12, height = 10*length(top_plots))
    }  
}
minmax_normalize <- function(x, na.rm = TRUE) {
    return((x- min(x)) /(max(x)-min(x)))
}

plot_data_top_weights_clustered <- function(mofa_trained, cts, f, n_top=20, which="top", scale_data=TRUE){
  genes <- get_top_weight_genes(mofa_trained, f, which=which, n_top=n_top)
  
  genes_anno <- data.frame(gene=genes) 
  if (which!="both"){ genes_anno[["weight"]] <- rep(which, n_top) }  else { genes_anno[["weight"]] <- c(rep("top", n_top), rep("bottom", n_top)) }
  
  data_ls <- get_data(mofa_trained, groups=cts)[[1]]
  data <- Reduce(cbind, data_ls)[genes,]
  
  ct_pl_ls <- lapply(cts, function(ct){
    ct_samples <- colnames(mofa_trained@data[[1]][[ct]])
    ct_data <- data[,ct_samples]
    if (scale_data){
      ct_data <- t(apply(ct_data, 1, minmax_normalize))
    }
    cl_heatmap <- pheatmap::pheatmap(ct_data, show_colnames= FALSE, cluster_rows = FALSE, )
    col_order <- cl_heatmap$tree_col$labels[cl_heatmap$tree_col$order]
    
    pl_df <- reshape2::melt(ct_data, varnames=c("gene", "sample")) %>%
        dplyr::left_join(samples_metadata(mofa_trained)) %>%
        dplyr::left_join(genes_anno) %>%
        dplyr::mutate(sample=factor(sample, levels=col_order),
                      weight=factor(weight, levels=c("top", "bottom"))) 
    
    pl_bar <- pl_df %>% 
      ggplot(aes(sample, "organ", fill=organ)) +
      geom_tile() +
      scale_fill_manual(values=org_colors) +
      theme_void() +
      theme(legend.position = "none")
    pl_hm <- pl_df %>%
      ggplot(aes(sample, gene, fill=value)) +
        geom_tile() +
        scale_fill_viridis_c(option="magma", name="Scaled\nexpression") +
        xlab(group_labeller[ct]) +
        facet_grid(weight~., scales="free", space="free") +
        theme_bw(base_size=12) +
        theme(axis.ticks.x = element_blank(), axis.text.x = element_blank())
    (pl_bar / pl_hm) + plot_layout(heights = c(1,10))
    })
  if (length(ct_pl_ls) > 1){
    ## Remove gene names to all except 1st plot
    ct_pl_ls[2:length(ct_pl_ls)] <- lapply(ct_pl_ls[2:length(ct_pl_ls)], function(p) p + remove_y_axis())
    
    ## Remove strip names to all except last plot
    ct_pl_ls[1:(length(ct_pl_ls)-1)] <- lapply(ct_pl_ls[1:(length(ct_pl_ls)-1)], function(p) p + theme(strip.background = element_blank(),strip.text.y = element_blank()))
    wrap_plots(ct_pl_ls) + 
    plot_layout(guides="collect", nrow = 1)
  } else {
    ct_pl_ls[[1]]
  }
}

plot_factor_organ_boxplots <- function(f, cts){
  pl_ls <- lapply(cts, function(g) plot_factor(mofa_trained,groups = c(g), color_by="organ", dot_size = 3, factors = f,
            add_boxplot = TRUE, boxplot_alpha = 0.1, 
            group_by = 'group', dodge = TRUE) +
    scale_fill_manual(values=org_colors) +
    scale_color_manual(values=org_colors) +
    ggtitle(group_labeller[g]) 
    )
 wrap_plots(pl_ls) + 
   plot_layout(guides="collect", nrow=1) + 
   plot_annotation(title=f) 
}

high_r2_groups_df_filt <- high_r2_groups_df %>%
  dplyr::filter(org_AMI > 0.3) %>%
  dplyr::arrange(- org_AMI) 

for (fact in as.character(unique(high_r2_groups_df_filt$factor))){
  fact_cts = as.character(high_r2_groups_df_filt$group[high_r2_groups_df_filt$factor==fact])
  p_top <- plot_factor_organ_boxplots(cts=fact_cts, f=fact)
  p_bottom <- plot_data_top_weights_clustered(mofa_trained, cts=fact_cts, f=fact, which = "both", scale_data = TRUE)
  f_pl <- (p_top / p_bottom) +
    plot_layout(heights = c(1,2.5))
  
  ggsave(glue("{figdir}/{fact}_top_organ_AMI_plot.pdf"), plot=f_pl,  width=5 + (3*length(fact_cts)), height = 9)
}

—

get_factors(mofa_trained, as.data.frame = TRUE) %>%
  left_join(samples_metadata(mofa_trained)) %>%
  mutate(sort=ifelse(str_detect(Sample, "CD45P"), "CD45+", ifelse(str_detect(Sample,"CD45N"), "CD45-", ifelse(str_detect(Sample, "TOT"), "TOT", "other")))) %>%
  filter(organ=="TH" & factor=="Factor2" & group=="CD8AA") %>%
  ggplot(aes(value,Sample,  color=sort)) +
  geom_point() +
  ggtitle("TREG") +
  xlab("Factor2") 
p1 <- get_factors(mofa_trained, as.data.frame = TRUE) %>%
  left_join(samples_metadata(mofa_trained)) %>%
  filter(organ=="TH" & factor=="Factor2" & group=="TREG") %>%
  ggplot(aes(value,Sample,  color=age)) +
  geom_point() +
  scale_color_viridis_c() +
  ggtitle("TREG") +
  xlab("Factor2") 

p2 <- get_factors(mofa_trained, as.data.frame = TRUE) %>%
  left_join(samples_metadata(mofa_trained)) %>%
  filter(organ=="TH" & factor=="Factor2" & group=="TH17") %>%
  ggplot(aes(value,Sample,  color=age)) +
  geom_point() +
  scale_color_viridis_c() +
  ggtitle("TH17") +
  xlab("Factor2") 

p3 <- get_factors(mofa_trained, as.data.frame = TRUE) %>%
  left_join(samples_metadata(mofa_trained)) %>%
  filter(organ=="TH" & factor=="Factor2" & group=="CD8AA") %>%
  ggplot(aes(value,Sample,  color=age)) +
  geom_point() +
  scale_color_viridis_c() +
  ggtitle("CD8AA") +
  xlab("Factor2")

(p1 / p2 /p3) + plot_layout(guides='collect')

Visualize variance explained by factors

plot_variance_explained(mofa_trained, x='factor', y='group', split_by = 'view', plot_total = TRUE, max_r2 = 50)[[1]] +
  theme(axis.text.x = element_text(angle=45, hjust=1))

get_variance_explained(mofa_trained, as.data.frame = TRUE)[[2]] %>%
  ggplot(aes(group, value)) +
  geom_col() +
  coord_flip() +
  ylab("Var. (%)") +
  theme_classic(base_size=14)

Plot by celltype

get_variance_explained(mofa_trained, as.data.frame = TRUE)[[1]] %>%
  ggplot(aes(factor, value)) + geom_col() +
  coord_flip() +
  facet_wrap(group~., ncol = 6, scales = "free_x")
plot_factor_cor(mofa_trained, method = "spearman")
## Correlation with principal components
pcs <- reducedDim(sce)
fctrs <- get_factors(mofa_trained) %>%
  purrr::reduce(rbind)

corrplot::corrplot(cor(pcs, fctrs[rownames(pcs),]))

Factor ID plots

plot_factor_ordered <- function(mofa_trained, f){
  factor_df <- get_factors(mofa_trained, factors = f, as.data.frame = TRUE) %>%
      mutate(organ = sapply(str_split(sample, "_"), function(x) x[2])) %>%
      group_by(group) %>%
      mutate(gr_mean = median(value)) %>%
      ungroup() %>%
      arrange(gr_mean) %>%
      mutate(group=factor(group, levels=unique(group))) 
  
  r2_df <- get_variance_explained(mofa_trained, factors = f, as.data.frame = TRUE)[[1]] %>%
    filter(factor==paste0('Factor',f)) %>%
    mutate(group=factor(group, levels = levels(factor_df$group)))
  
  pl1 <- factor_df %>%
      ggplot(aes(group, value)) +
      geom_boxplot() +
      geom_jitter(aes(color= organ), size=0.7) +
      geom_hline(yintercept = 0, linetype=2) +
      coord_flip() +
      ylab(paste0("Factor ", f)) +
      theme_bw(base_size = 14)
  
  pl2 <- r2_df %>%
    ggplot(aes(group, value)) +
    geom_col() +
    coord_flip() +
    ylab("% variance explained") +
    theme_bw(base_size = 14) +
    remove_y_axis()
  
  pl1 + pl2 + plot_layout(widths=c(2,1), guides="collect") 
}

get_top_celltype_per_factor <- function(mofa_trained, f){
  r2_df <- get_variance_explained(mofa_trained, factors = f, as.data.frame = TRUE)[[1]] %>%
    filter(factor==paste0('Factor',f)) 
    # mutate(group=factor(group, levels = ))
  top_quant_r2 <- quantile(r2_df$value, probs = seq(0, 1, by = 0.2))["80%"]
  top_groups <- r2_df$group[r2_df$value >= top_quant_r2]
  return(top_groups)
}

save_factor_id <- function(mofa_trained, f, figdir){
  ## Order celltypes by factor values
  p1 <- plot_factor_ordered(mofa_trained, f)
  
  ## Plot factor values across organs for celltypes with high variance explained
  p2 <- plot_factor(mofa_trained, factors = f, groups = get_top_celltype_per_factor(mofa_trained, f), group_by = "group", 
              color_by = "organ", 
              dot_size = 2, dodge = TRUE
              )
  
  ## Plot factor weights on genes
  # plot_data_heatmap(mofa_trained, factor = f, nfeatures = 50, text_size = 3, show_colnames=FALSE,
  #                   annotation_samples = c("organ", "time", "method", "donor"))
  p3 <- plot_weights(mofa_trained, factors = f, nfeatures = 30, text_size = 3) +
   scale_y_discrete(expand=c(0.1, 0.1))
  
  full_pl <- (p1 | (p2 / p3)) +
    plot_layout(guides="collect") 
  ggsave(glue("{figdir}/MOFA_{split}_factorID_factor{f}.pdf"), plot=full_pl, width = 15, height = 10)
}

for (f in 1:mofa_trained@dimensions$K){
  print(paste0("Saving ID for Factor ", f, "..."))
  save_factor_id(mofa_trained, f=f, figdir = figdir)  
}

# save_factor_id(mofa_trained, f=1, figdir = figdir)  
# plot_weights(mofa_trained, factors = f, nfeatures = 30, text_size = 3) +
#    scale_y_discrete(expand=c(0.1, 0.1))

KNN graph per celltype

## Get factors that explain most variance in each celltype
get_top_factor_per_celltype <- function(mofa_trained, gr, min_R2=2){
  get_variance_explained(mofa_trained, as.data.frame = TRUE)[[1]] %>%
    filter(group==gr) %>%
    filter(value >= min_R2) %>%
    pull(factor) %>%
    as.character()
}

## Make KNN graph based on similarity of top factors for each celltype
get_ct_KNN_graph <- function(mofa_trained, gr, min_R2=5, k=5){
  ## Get factors that explain most variance per celltype
  fs <- get_top_factor_per_celltype(mofa_trained, gr, min_R2 = min_R2)
  
  ## Exclude factor1 (proliferation)
  fs <- fs[!fs %in% c("Factor1", "Factor2")]
  
  ## Make KNN graph from top factors
  Z <- get_factors(mofa_trained, groups=gr, factors = fs)[[1]]
  knn_ct <- buildKNNGraph(t(Z), k=k)
  
  ## Add attributes
  metadata_ct <- samples_metadata(mofa_trained)[rownames(Z),]
  # covariates
  V(knn_ct)$organ <- metadata_ct$organ
  V(knn_ct)$age <- metadata_ct$age
  V(knn_ct)$n_cells <- metadata_ct$n_cells
  V(knn_ct)$method <- metadata_ct$method
  V(knn_ct)$donor <- metadata_ct$donor
  # top factors
  for (c in colnames(Z)){
   vertex_attr(knn_ct)[[c]] <- Z[,c]  
  }
  
  return(knn_ct)
  }

## Plot KNN graph
plot_ct_KNN_graph <- function(knn, color_by="organ"){
  ## Define color 
  if (!color_by %in% names(vertex_attr(knn))){
    stop("specified color_by variable is not in vertex_attr(knn)")
  }
  
  if (color_by=="organ"){ 
    scale_color_knngraph <- scale_color_manual(values=org_colors)
  } else if (is.numeric(vertex_attr(knn, color_by))){
    scale_color_knngraph <- scale_color_viridis_c(option="magma")  
  } else {
      scale_color_knngraph <- scale_color_discrete()
    }
  
  vertex_attr(knn, "color_by") <- vertex_attr(knn, color_by)
  
  ggraph(knn) +
    geom_edge_link0() +
    geom_node_point(aes(color=color_by, size=n_cells)) +
    theme(panel.background = element_blank()) +
    scale_color_knngraph +
    scale_size(range=c(2,7)) 
  }

get_top_factor_per_celltype(mofa_trained, "NK")

all_groups <- names(get_data(mofa_trained)[[1]])
knn_graph_pl <- lapply(all_groups, function(g){
  knn <- get_ct_KNN_graph(mofa_trained, g, k=5, min_R2 = 2)
  plot_ct_KNN_graph(knn, color_by = 'organ') + ggtitle(g)
  })

knn_graph_pl <- setNames(knn_graph_pl, all_groups)
knn <- get_ct_KNN_graph(mofa_trained, 'B1', k=5, min_R2 = 1)
plot_ct_KNN_graph(knn, color_by = 'Factor5') 
plot_factor(mofa_trained,groups = 'MATURE_B', factors = c(5), group_by ='organ', color_by = "age")
## Score connectivity between samples from the same organ
.calc_connectivity_score <- function(knn, o){
  adj <- get.adjacency(knn)
  n_org <- sum(V(knn)$organ==o)
  n_other <- sum(V(knn)$organ!=o)
  within_edges <- sum(adj[V(knn)$organ==o,V(knn)$organ==o])
  between_edges <- sum(adj[V(knn)$organ==o,V(knn)$organ!=o])
  score <- (within_edges/between_edges)*(n_other/n_org)
  return(score)
  }

## Calculate connectivity score for permutations of node labels
conn_score_test <- function(knn, o, n_perm=1000){
  real_score <- .calc_connectivity_score(knn, o)
  ## Random permutations
  rand_scores <- c()
  for (i in 1:n_perm){
    rand_knn <- knn
    V(rand_knn)$organ <- sample(V(knn)$organ)
    rand_scores <- c(rand_scores, .calc_connectivity_score(rand_knn, o))   
  }
  
  p_val <- sum(c(rand_scores, real_score) >= real_score)/(n_perm + 1)
  if (p_val < 2e-16){ p_val <- 2e-16}
  return(c('score'=real_score,'p_value'=p_val))
}

## Calculate connectivity score + significance with permutation test
test_conn_group <- function(mofa_trained, g, k=5, min_R2 = 2, n_perm=1000){
  knn <- get_ct_KNN_graph(mofa_trained, g, k=k, min_R2 = min_R2)
  test_orgs <- names(table(V(knn)$organ))[table(V(knn)$organ) > 2]
  return(sapply(test_orgs, function(o) conn_score_test(knn, o, n_perm=n_perm)))
  }

connectivity_test_ls <- lapply(all_groups, function(g) test_conn_group(mofa_trained, g))
connectivity_test_ls <- setNames(connectivity_test_ls, all_groups)

connectivity_test_df <- imap(connectivity_test_ls, ~ data.frame(t(.x)) %>% rownames_to_column("organ") %>% mutate(group=.y)) %>%
  purrr::reduce(bind_rows) %>%
  mutate(is_signif = ifelse(p_value < 0.01, TRUE, FALSE)) 

connectivity_test_df %>%
  ggplot(aes(organ, group,fill=log10(score))) +
  geom_tile() +
  scale_fill_distiller(palette="Reds", direction = 1) +
  geom_text(data=. %>% filter(is_signif), label="*", size=5)
connectivity_test_df %>%
  group_by(group) %>%
  mutate(mean_val=median(score)) %>%
  ungroup() %>%
  arrange(-mean_val) %>%
  mutate(group=factor(group, levels=unique(group))) %>%
  ggplot(aes(organ, log1p(score))) +
  geom_col(fill="grey") +
  geom_col(data=. %>% filter(is_signif), aes(fill=organ)) +
  scale_fill_manual(values=org_colors)  +
  coord_flip() +
  facet_grid(group~.) +
  theme(strip.text.y = element_text(angle=0))

Expression of top R2 factors

get_top_weight_genes <- function(mofa_trained, f, n_top=20, which="top"){
  w_df <- get_weights(mofa_trained, factors = f, as.data.frame = TRUE) %>%
    arrange(value) 
  if (which=="top") {
    w_df %>%
      top_n(n_top, value) %>%
      pull(feature) %>%
      as.character()
  } else if (which=="bottom"){
    w_df %>%
      top_n(n_top, -value) %>%
      pull(feature) %>%
      as.character()
    }
}

plot_data_top_weights <- function(mofa_trained, ct, f, n_top=20, which="top"){
  genes <- get_top_weight_genes(mofa_trained, f, which=which, n_top=n_top)
  data <- get_data(mofa_trained, groups=ct)[[1]][[1]][genes,]
  
  pl_df <- reshape2::melt(data, varnames=c("gene", "sample")) %>%
    left_join(samples_metadata(mofa_trained)) %>%
    arrange(age) %>%
    mutate(sample=factor(sample, levels=unique(sample))) %>%
    group_by(gene) %>%
    mutate(value=scale(value))
  pl_df %>%
    ggplot(aes(sample, gene, fill=value)) +
    geom_tile() +
    facet_grid(.~organ, space="free", scales="free") +
    scale_fill_gradient2(high="red", low="blue", name="Scaled\nexpression") +
    xlab("----age--->") + ylab(glue("{which} weight genes")) +
    theme_bw(base_size=16) +
    theme(axis.ticks.x = element_blank(), axis.text.x = element_blank()) +
    ggtitle(glue('{ct} - {f}'))
}

for (g in all_groups){
  fs <- get_top_factor_per_celltype(mofa_trained, g, min_R2=3)
  top_plots <- lapply(fs, function(x) (plot_data_top_weights(mofa_trained, g, x, which="top") + remove_x_axis()) /  
                        plot_data_top_weights(mofa_trained, g, x, which="bottom") + ggtitle("")
  )
  full_pl <-wrap_plots(top_plots, ncol=1) 
  ggsave(glue("{figdir}/top_factors_expr_{g}.pdf"),plot=full_pl,  width=12, height = 7*length(top_plots))
}
plot_data_heatmap(mofa_trained, factor = 5, groups = "MATURE_B", scale="row", annotation_samples = c("organ", "age"), features = 50)
plot_data_heatmap(mofa_trained, factor = 5, groups = "B1", scale="row", annotation_samples = c("organ", "age"), features = 50)

GSEA

# BiocManager::install("MOFAdata")
library(MOFAdata)
utils::data(reactomeGS)
head(rownames(reactomeGS))

## Remove row with NA
reactomeGS <- reactomeGS[!is.na(rownames(reactomeGS)),]
library(EnsDb.Hsapiens.v86)
hg.pairs <- readRDS(system.file("exdata", "human_cycle_markers.rds", package="scran"))
all_genes <- ensembldb::genes(EnsDb.Hsapiens.v86)
detach(package:EnsDb.Hsapiens.v86)
detach(package:ensembldb)

# gene_name_2_id <- function(gene){
#    return(all_genes[all_genes$gene_name==gene,]$gene_id[1])
# }
# 
# gene_ids <- sapply(mofa_trained@features_metadata$feature, gene_name_2_id)
# rowData(sce)["gene_id"] <- gene_ids
# rowData(sce)["gene_name"] <- rownames(sce)

gene_names_reactome <- all_genes[colnames(reactomeGS)]$gene_name
colnames(reactomeGS) <- gene_names_reactome

Subset to genes tested

reactomeGS_universe <- reactomeGS[, colnames(reactomeGS) %in% mofa_trained@features_metadata$feature]
# GSEA on positive weights, with default options
res.positive <- run_enrichment(mofa_trained,
  view='scaled_logcounts',
  # statistical.test = 'cor.adj.parametric',
  feature.sets = reactomeGS_universe, 
  sign = "positive",
)

# GSEA on negative weights, with default options
res.negative <- run_enrichment(mofa_trained, 
  view='scaled_logcounts',
  # statistical.test = 'cor.adj.parametric',
  feature.sets = reactomeGS_universe, 
  sign = "negative"
)


for (f in 1:mofa_trained@dimensions$K){
  if (min(res.positive$pval.adj[,paste0("Factor", f)]) < 0.1) {
    print(plot_enrichment(res.positive, factor = f, alpha=0.1) + ggtitle("Positive weights") +
            plot_enrichment(res.negative, factor = f, alpha=0.1) + ggtitle("Negative weights") +
              plot_annotation(title=paste0("Factor", f)))
      }
  }
signif_pathways <- rownames(data.frame(res.negative$pval.adj))[order(data.frame(res.negative$pval.adj)[["Factor8"]])[0:10]]
colnames(reactomeGS_universe)[reactomeGS_universe[signif_pathways[5],]==1]
plot_enrichment_detailed(res.negative, factor = 8)

Notes

  • Factor2 separates BM from rest
  • Factor5: immature VS mature B cell phenotype, separates mature B cells and B1 cells in liver and BM from the others, more mature phenotype (lower expr of VPREB1 and co.)

–> –> –> –> –> –> –> –> –> –> –> –> –> –> –> –> –>

–> –> –> –> –>

–> –> –>

---
title: "Factor Analysis for within-celltype differences on on pan-fetal immune"
output: html_notebook
---

## Env setup

```{r}
# install.packages(renv)
renv::init()
renv::install("reticulate")
renv::use_python()

py_pkgs <- c(
    "scanpy",
    "anndata",
    "mofapy2"
)

reticulate::py_install(py_pkgs)

BiocManager::install(c("SingleCellExperiment", "scran", "batchelor", "scater", 'tidyverse'))
install.packages(c("patchwork"))
```

```{r}
# setwd('~/Pan_fetal_immune/src/5_organ_signatures/MOFA_factor_analysis/')
# renv::activate()
# renv::use_python()
# 
# py_pkgs <- c(
#     "scanpy",
#     "anndata",
#     "mofapy2"
# )
# 
# reticulate::py_install(py_pkgs)
```



```{r}
# install.packages("ellipsis")
suppressPackageStartupMessages({
  library(tidyverse)
  library(MOFA2)
  library(Matrix)
  library(SingleCellExperiment)
  library(scran)
  library(glue)
  library(scater)
  library(patchwork)
  library(batchelor)
  library(rhdf5)
  # library(ggraph)
  }
  )
```

Define plotting utils
```{r}
remove_x_axis <- function(){
  theme(axis.text.x = element_blank(), axis.ticks.x = element_blank(), axis.title.x = element_blank())  
}

remove_y_axis <- function(){
  theme(axis.text.y = element_blank(), axis.ticks.y = element_blank(), axis.title.y = element_blank())  
}

org_colors <- read_csv("~/Pan_fetal_immune/metadata/organ_colors.csv")
org_colors <- setNames(org_colors$color, org_colors$organ)
```

```{r}
figdir <- "~/mount/gdrive/Pan_fetal/Updates_and_presentations/figures/MOFA_analysis/"
if (!dir.exists(figdir)){ dir.create(figdir) }
```

## Load pseudobulked data

```{r}
split = "LYMPHOID"
indir <- glue("/nfs/team205/ed6/data/Fetal_immune/LMM_data/LMM_input_{split}_PBULK/")

matrix <- readMM(file = paste0(indir, "matrix.mtx.gz"))
coldata <- read.csv(file = paste0(indir, "metadata.csv.gz"))  %>%
  column_to_rownames("X")
rowdata <- read.csv(file = paste0(indir, "gene.csv.gz")) 

## Make SingleCellExperiment obj
sce <- SingleCellExperiment(list(logcounts = t(matrix)), colData = coldata)
rownames(sce) <- make.unique(rowdata$GeneName) 
```

```{r, fig.width=15, fig.height=10}
## Plot number of cells per organ/celltype pair
n_cells_heatmap <- data.frame(colData(sce)) %>%
  group_by(anno_lvl_2_final_clean, organ) %>%
  summarise(n_cells=sum(n_cells)) %>%
  ggplot(aes(anno_lvl_2_final_clean, organ)) +
  geom_tile(aes(fill=log10(n_cells))) +
  geom_text(aes(label=n_cells), color="white") +
  scale_fill_viridis_c() +
  theme_classic(base_size = 16) +
  xlab("celltype") +
  theme(axis.text.x = element_blank(), axis.ticks.x = element_blank(), axis.title.x = element_blank())

n_samples_heatmap <- data.frame(colData(sce)) %>%
  group_by(anno_lvl_2_final_clean, organ) %>%
  summarise(n_samples=n()) %>%
  ggplot(aes(anno_lvl_2_final_clean, organ)) +
  geom_tile(aes(fill=n_samples)) +
  geom_text(aes(label=n_samples), color="white") +
  scale_fill_viridis_c(option="cividis") +
  theme_classic(base_size = 16) +
  xlab("celltype") +
  theme(axis.text.x = element_text(angle=90, hjust=1, vjust=0.5))

n_cells_heatmap / n_samples_heatmap
```

## Preprocessing

### Filtering samples

```{r}
## Filter out samples with less than 20 cells
sce <- sce[,sce$n_cells > 20]

# Exclude celltypes present in just one organ
keep_ct <- data.frame(colData(sce)) %>%
  dplyr::select(organ, anno_lvl_2_final_clean) %>%
  distinct() %>%
  group_by(anno_lvl_2_final_clean) %>%
  summarise(n=n()) %>%
  ungroup() %>%
  filter(n > 1) %>%
  pull(anno_lvl_2_final_clean)

sce <- sce[,sce$anno_lvl_2_final_clean %in% keep_ct]

# Filter out celltypes with less than 10 samples
keep_ct <- data.frame(colData(sce)) %>%
  group_by(anno_lvl_2_final_clean) %>%
  summarise(n_samples=n()) %>%
  filter(n_samples >= 10) %>%
  pull(anno_lvl_2_final_clean)

sce <- sce[,sce$anno_lvl_2_final_clean %in% keep_ct]

## Exclude low quality clusters
anno_groups <- jsonlite::fromJSON(txt =  "~/Pan_fetal_immune/metadata/anno_groups.json")
sce <- sce[,!sce$anno_lvl_2_final_clean %in% anno_groups$OTHER]

## Exclude donor F19 (low Q)
sce <- sce[,!sce$donor %in% c('F19')]
```


```{r}
## Exclude donors for which we have only one organ
keep.donors <- data.frame(colData(sce))[c("Sample", "donor", "organ", 'age')] %>%
  distinct(donor, organ, Sample, age) %>%
  group_by(donor) %>%
  mutate(n_organs = length(unique(organ))) %>%
  ungroup() %>%
  filter(n_organs >= 3) %>%
  pull(donor) %>%
  unique()

  # arrange(n_organs) %>%
  # mutate(donor=factor(donor, levels=unique(donor))) %>%
  # ggplot(aes(donor, organ, color=age)) +
  # geom_jitter(width=0.01) +
  # scale_color_viridis_c()
```

```{r}
sce <- sce[,sce$donor %in% keep.donors]
```


```{r, fig.width=15, fig.height=10}
## Plot number of cells per organ/celltype pair
n_cells_heatmap <- data.frame(colData(sce)) %>%
  group_by(anno_lvl_2_final_clean, organ) %>%
  summarise(n_cells=sum(n_cells)) %>%
  ggplot(aes(anno_lvl_2_final_clean, organ)) +
  geom_tile(aes(fill=log10(n_cells))) +
  geom_text(aes(label=n_cells), color="white") +
  scale_fill_viridis_c() +
  theme_classic(base_size = 16) +
  xlab("celltype") +
  theme(axis.text.x = element_blank(), axis.ticks.x = element_blank(), axis.title.x = element_blank())

n_samples_heatmap <- data.frame(colData(sce)) %>%
  group_by(anno_lvl_2_final_clean, organ) %>%
  summarise(n_samples=n()) %>%
  ggplot(aes(anno_lvl_2_final_clean, organ)) +
  geom_tile(aes(fill=n_samples)) +
  geom_text(aes(label=n_samples), color="white") +
  scale_fill_viridis_c(option="cividis") +
  theme_classic(base_size = 16) +
  xlab("celltype") +
  theme(axis.text.x = element_text(angle=90, hjust=1, vjust=0.5))

n_cells_heatmap / n_samples_heatmap
```

```{r, fig.width=15, fig.height=10}
organ_order <- c("YS", "LI", "BM", "TH", "SP", "SK","KI","GU", "MLN")
pl <- data.frame(colData(sce)) %>%
  dplyr::group_by(anno_lvl_2_final_clean, organ) %>%
  dplyr::summarise(n_cells=sum(n_cells), n_samples=dplyr::n()) %>%
  dplyr::group_by(anno_lvl_2_final_clean) %>%
  dplyr::mutate(n_organs=dplyr::n(), org_frac=n_cells/sum(n_cells)) %>%
  ## is the ct overrepresented in one organ?
  dplyr::mutate(delta_max_org_frac = max(org_frac)-org_frac) %>% 
  dplyr::mutate(mean_delta_max_org_frac = mean(delta_max_org_frac)) %>% 
  dplyr::ungroup() %>%
  dplyr::arrange(n_organs, -mean_delta_max_org_frac) %>%
  dplyr::mutate(anno_lvl_2_final_clean=factor(anno_lvl_2_final_clean, levels=rev(unique(anno_lvl_2_final_clean)))) %>%
  dplyr::mutate(organ=factor(organ, levels=rev(organ_order))) %>%
  ggplot(aes(anno_lvl_2_final_clean, organ)) +
  geom_point(aes(color=log10(n_cells), size=n_samples)) +
  geom_text(aes(label=n_cells), color="white") +
  scale_size(range=c(7,18), breaks = c(0,1,10,30), name="# samples") +
  scale_fill_viridis_c() +
  scale_color_viridis_c(name="log10(# cells)") +
  theme_classic(base_size = 20) +
  xlab("celltype") +
  theme(axis.text.x = element_text(angle=90, hjust=1, vjust=0.5)) 

## Save order of CTs from widespread to restricted
anno_order <- levels(pl$data$anno_lvl_2_final_clean)

ggsave(paste0(figdir, "ct_organ_distribution.pdf"), pl, width = 15, height = 10)
```

### Technical effect correction 

```{r}
## Feature selection w scran WITHIN CELLTYPE
anno_groups <- split(colnames(sce), sce$anno_lvl_2_final_clean)
all_hvgs <- c()
for (i in anno_groups){
  dec <- modelGeneVar(sce[,i])
  hvgs <- getTopHVGs(dec, n = 1000)
  all_hvgs <- union(all_hvgs, hvgs)
  }

sce <- sce[which(rowSums(logcounts(sce)) > 0),]
sce
```

EDA with PCA
```{r, fig.height=15, fig.width=15}
sce <- runPCA(sce, scale=TRUE, ncomponents=30, 
              exprs_values = "logcounts", subset_row=all_hvgs)
plotPCA(sce, colour_by="donor", ncomponents=6)
plotPCA(sce, colour_by="method", ncomponents=6)
plotPCA(sce, colour_by="organ", ncomponents=10)
```

Minimize obvious technical effects (3GEX/5GEX, donor) using linear regression (following procedure from [OSCA](https://bioconductor.org/books/release/OSCA/integrating-datasets.html#linear-regression))

```{r}
## Regress technical effects
design <- model.matrix(~donor+method,data=colData(sce))
residuals <- regressBatches(sce, assay.type = "logcounts", design = design)
assay(sce, "corrected_logcounts") <- as.matrix(assay(residuals[,colnames(sce)], "corrected"))

## Regress organ (soup effect)
design <- model.matrix(~organ,data=colData(sce)) ## Include organ term to capture soup
residuals <- regressBatches(sce, assay.type = "corrected_logcounts", design = design)
assay(sce, "corrected_logcounts") <- as.matrix(assay(residuals[,colnames(sce)], "corrected"))

```

Check regression has an effect repeating PCA
```{r, fig.height=15, fig.width=15}
sce <- runPCA(sce, scale=TRUE, ncomponents=30, exprs_values = "corrected_logcounts")

plotPCA(sce, colour_by="method", ncomponents=6)
plotPCA(sce, colour_by="donor", ncomponents=6)
plotPCA(sce, colour_by="organ", ncomponents=8)
```

### Feature selection

```{r}
## Feature selection w scran WITHIN CELLTYPE
anno_groups <- split(colnames(sce), sce$anno_lvl_2_final_clean)
all_hvgs <- c()
for (i in anno_groups){
  dec <- modelGeneVar(sce[,i], assay.type = "corrected_logcounts")
  hvgs <- getTopHVGs(dec, n = 1000)
  all_hvgs <- union(all_hvgs, hvgs)
  }
```

<!-- ```{r} -->
<!-- data.frame(colData(sce)) %>% -->
<!--   group_by(anno_lvl_2_final_clean, organ) %>% -->
<!--   summarise(n_samples=n(), n_cells=sum(n_cells)) %>% -->
<!--   ggplot(aes(n_samples, log10(n_cells))) + -->
<!--   geom_point(size=0.8, alpha=0.6) -->
<!-- ``` -->

<!-- ```{r, fig.width=10, fig.height=10} -->
<!-- p <- data.frame(reducedDim(sce)[,1:2]) %>% -->
<!--   mutate(organ=sce$organ, celltype=sce$anno_lvl_2_final_clean) %>% -->
<!--   mutate(color=ifelse(celltype=="MATURE B CELL", "ELP", NA)) %>% -->
<!--   ggplot(aes(PC1, PC2)) + -->
<!--   geom_point(color="grey") + -->
<!--   geom_point(data=. %>% filter(!is.na(color)), aes(color=organ), size=2) + -->
<!--   geom_rug(data=. %>% filter(!is.na(color)), aes(color=organ), alpha=0.5) -->

<!-- p -->
<!-- ``` -->

<!-- ```{r} -->
<!-- library(RColorBrewer) -->
<!-- org_colors <- setNames(brewer.pal(9, "Set1"), unique(sce$organ)) -->
<!-- ``` -->


<!-- ```{r} -->
<!-- sce_matureB <- sce[,sce$anno_lvl_2_final_clean=="MATURE B CELL"] -->
<!-- assay(sce_matureB, "scaled_logcounts") <- t(scale(t(logcounts(sce_matureB)))) -->


<!-- sce_matureB <- runPCA(sce_matureB, scale=FALSE, ncomponents=30, exprs_values = "scaled_logcounts") -->

<!-- data.frame(reducedDim(sce_matureB)[,2:3]) %>% -->
<!--   mutate(organ=sce_matureB$organ, celltype=sce_matureB$anno_lvl_2_final_clean) %>% -->
<!--   mutate(color=ifelse(organ %in% c("TH","BM"), "ELP", NA)) %>% -->
<!--   ggplot(aes(PC2, PC3)) + -->
<!--   geom_point(color="grey") + -->
<!--   geom_point(data=. %>% filter(!is.na(color)), aes(color=organ), size=2) + -->
<!--   geom_rug(data=. %>% filter(!is.na(color)), aes(color=organ), alpha=0.5) + -->
<!--   scale_color_manual(values=org_colors) + -->
<!--   theme_bw(base_size=16) + -->
<!--   ggtitle("MATURE B CELL") -->
<!-- ``` -->
<!-- ```{r} -->
<!-- sce_matureB <- sce[,sce$anno_lvl_2_final_clean=="NK"] -->
<!-- assay(sce_matureB, "scaled_logcounts") <- t(scale(t(logcounts(sce_matureB)))) -->

<!-- sce_matureB <- runPCA(sce_matureB, scale=FALSE, ncomponents=30, exprs_values = "scaled_logcounts") -->

<!-- ## Variance explained -->
<!-- data.frame(reducedDim(sce_matureB)[,1:4]) %>% -->
<!--   mutate(organ=sce_matureB$organ,  -->
<!--          celltype=sce_matureB$anno_lvl_2_final_clean) %>% -->
<!--   mutate(color=ifelse(organ %in% c("GU", "SP"), "ELP", NA)) %>% -->
<!--   ggplot(aes(PC1, PC3)) + -->
<!--   geom_point(color="grey") + -->
<!--   geom_point(data=. %>% filter(!is.na(color)), aes(color=organ), size=2) + -->
<!--   geom_rug(data=. %>% filter(!is.na(color)), aes(color=organ), alpha=0.5) + -->
<!--   scale_color_manual(values=org_colors) + -->
<!--   theme_bw(base_size=16) + -->
<!--   ggtitle("NK CELL") -->
<!-- ``` -->


<!-- ```{r} -->
<!-- data.frame(reducedDim(sce_matureB)[,2:3]) %>% -->
<!--   mutate(organ=sce_matureB$organ, celltype=sce_matureB$anno_lvl_2_final_clean) %>% -->
<!--   mutate(color=ifelse(celltype=="MATURE B CELL", "ELP", NA)) %>% -->
<!--   ggplot(aes(PC2, PC3)) + -->
<!--   geom_point(color="grey") + -->
<!--   geom_point(data=. %>% filter(!is.na(color)), aes(color=organ), size=2) + -->
<!--   geom_rug(data=. %>% filter(!is.na(color)), aes(color=organ), alpha=0.5) + -->
<!--   scale_color_brewer(palette="Spectral") -->
<!-- ``` -->


# FA Model - Normal MOFA / only celltypes as groups

Make MOFA object (Use celltypes as grouping covariate)

```{r}
mofa <- create_mofa_from_SingleCellExperiment(sce[all_hvgs,], assay = "corrected_logcounts", 
                                              groups = "anno_lvl_2_final_clean", extract_metadata = TRUE)

saveRDS(mofa, glue('{indir}LYMPHOID_mofa_obj_organCorrected_filteredDonors.RDS'))
mofa_obj <- readRDS(glue('{indir}LYMPHOID_mofa_obj_organCorrected_filteredDonors.RDS'))
```

```{r}
object <- mofa_obj
```


Prepare 4 training

```{r}

data_opts <- get_default_data_options(object)
data_opts$use_float32 <- TRUE
data_opts$center_groups <- FALSE
object@data_options <- data_opts

model_opts <- get_default_model_options(object)
model_opts$num_factors <- 30
# model_opts$ard_factors <- FALSE

train_opts <- get_default_training_options(object)
train_opts$seed <- 2020
train_opts$convergence_mode <- "medium" # use "fast" for faster training
train_opts$stochastic <- FALSE

# mefisto_opts <- get_default_mefisto_options(object)
# mefisto_opts$warping <- FALSE
# mefisto_opts$sparseGP <- TRUE

object <- prepare_mofa(
  object = object,
  data_options = data_opts,
  model_options = model_opts,
  training_options = train_opts
) 

object
```

## Train

Wrapped in `run_mofa.R`


```{r}
outfile <- glue('{indir}{split}_mofa_model_oneview_organCorrected_filteredDonors.hdf5')
mofa_trained <- run_mofa(object, outfile = outfile)
```

```{r}
### Tweaking the MOFA2 loading function because the quality control complains
load_model <- function(file, sort_factors = TRUE, on_disk = FALSE, load_data = TRUE,
                       remove_outliers = FALSE, remove_inactive_factors = TRUE, verbose = FALSE,
                       load_interpol_Z = FALSE) {

  # Create new MOFAodel object
  object <- new("MOFA")
  object@status <- "trained"
  
  # Set on_disk option
  if (on_disk) { 
    object@on_disk <- TRUE 
  } else { 
      object@on_disk <- FALSE 
  }
  
  # Get groups and data set names from the hdf5 file object
  h5ls.out <- h5ls(file, datasetinfo = FALSE)
  
  ########################
  ## Load training data ##
  ########################

  # Load names
  if ("views" %in% h5ls.out$name) {
    view_names <- as.character( h5read(file, "views")[[1]] )
    group_names <- as.character( h5read(file, "groups")[[1]] )
    feature_names <- h5read(file, "features")[view_names]
    sample_names  <- h5read(file, "samples")[group_names] 
  } else {  # for old models
    feature_names <- h5read(file, "features")
    sample_names  <- h5read(file, "samples")
    view_names <- names(feature_names)
    group_names <- names(sample_names)
    h5ls.out <- h5ls.out[grep("variance_explained", h5ls.out$name, invert = TRUE),]
  }
  if("covariates" %in%  h5ls.out$name){
    covariate_names <- as.character( h5read(file, "covariates")[[1]])
  } else {
    covariate_names <- NULL
  }

  # Load training data (as nested list of matrices)
  data <- list(); intercepts <- list()
  if (load_data && "data"%in%h5ls.out$name) {
    
    object@data_options[["loaded"]] <- TRUE
    if (verbose) message("Loading data...")
    
    for (m in view_names) {
      data[[m]] <- list()
      intercepts[[m]] <- list()
      for (g in group_names) {
        if (on_disk) {
          # as DelayedArrays
          data[[m]][[g]] <- DelayedArray::DelayedArray( HDF5ArraySeed(file, name = sprintf("data/%s/%s", m, g) ) )
        } else {
          # as matrices
          data[[m]][[g]] <- h5read(file, sprintf("data/%s/%s", m, g) )
          tryCatch(intercepts[[m]][[g]] <- as.numeric( h5read(file, sprintf("intercepts/%s/%s", m, g) ) ), error = function(e) { NULL })
        }
        # Replace NaN by NA
        data[[m]][[g]][is.nan(data[[m]][[g]])] <- NA # this realised into memory, TO FIX
      }
    }
    
  # Create empty training data (as nested list of empty matrices, with the correct dimensions)
  } else {
    
    object@data_options[["loaded"]] <- FALSE
    
    for (m in view_names) {
      data[[m]] <- list()
      for (g in group_names) {
        data[[m]][[g]] <- .create_matrix_placeholder(rownames = feature_names[[m]], colnames = sample_names[[g]])
      }
    }
  }

  object@data <- data
  object@intercepts <- intercepts


  # Load metadata if any
  if ("samples_metadata" %in% h5ls.out$name) {
    object@samples_metadata <- bind_rows(lapply(group_names, function(g) as.data.frame(h5read(file, sprintf("samples_metadata/%s", g)))))
  }
  if ("features_metadata" %in% h5ls.out$name) {
    object@features_metadata <- bind_rows(lapply(view_names, function(m) as.data.frame(h5read(file, sprintf("features_metadata/%s", m)))))
  }
  
  # ############################
  # ## Load sample covariates ##
  # ############################
  # 
  # if (any(grepl("cov_samples", h5ls.out$group))){
  #   covariates <- list()
  #   for (g in group_names) {
  #     if (on_disk) {
  #       # as DelayedArrays
  #       covariates[[g]] <- DelayedArray::DelayedArray( HDF5ArraySeed(file, name = sprintf("cov_samples/%s", g) ) )
  #     } else {
  #       # as matrices
  #       covariates[[g]] <- h5read(file, sprintf("cov_samples/%s", g) )
  #     }    
  #   }
  # } else covariates <- NULL
  # object@covariates <- covariates

  # if (any(grepl("cov_samples_transformed", h5ls.out$group))){
  #   covariates_warped <- list()
  #   for (g in group_names) {
  #     if (on_disk) {
  #       # as DelayedArrays
  #       covariates_warped[[g]] <- DelayedArray::DelayedArray( HDF5ArraySeed(file, name = sprintf("cov_samples_transformed/%s", g) ) )
  #     } else {
  #       # as matrices
  #       covariates_warped[[g]] <- h5read(file, sprintf("cov_samples_transformed/%s", g) )
  #     }    
  #   }
  # } else covariates_warped <- NULL
  # object@covariates_warped <- covariates_warped
  
  # #######################
  # ## Load interpolated factor values ##
  # #######################
  # 
  # interpolated_Z <- list()
  # if (isTRUE(load_interpol_Z)) {
  #   
  #   if (isTRUE(verbose)) message("Loading interpolated factor values...")
  #   
  #   for (g in group_names) {
  #     interpolated_Z[[g]] <- list()
  #     if (on_disk) {
  #       # as DelayedArrays
  #       # interpolated_Z[[g]] <- DelayedArray::DelayedArray( HDF5ArraySeed(file, name = sprintf("Z_predictions/%s", g) ) )
  #     } else {
  #       # as matrices
  #       tryCatch( {
  #         interpolated_Z[[g]][["mean"]] <- h5read(file, sprintf("Z_predictions/%s/mean", g) )
  #       }, error = function(x) { print("Predicitions of Z not found, not loading it...") })
  #       tryCatch( {
  #         interpolated_Z[[g]][["variance"]] <- h5read(file, sprintf("Z_predictions/%s/variance", g) )
  #       }, error = function(x) { print("Variance of predictions of Z not found, not loading it...") })
  #       tryCatch( {
  #         interpolated_Z[[g]][["new_values"]] <- h5read(file, "Z_predictions/new_values")
  #       }, error = function(x) { print("New values of Z not found, not loading it...") })
  #     }
  #   }
  # }
  # object@interpolated_Z <- interpolated_Z
  
  #######################
  ## Load expectations ##
  #######################

  expectations <- list()
  node_names <- h5ls.out[h5ls.out$group=="/expectations","name"]

  if (verbose) message(paste0("Loading expectations for ", length(node_names), " nodes..."))

  if ("AlphaW" %in% node_names)
    expectations[["AlphaW"]] <- h5read(file, "expectations/AlphaW")[view_names]
  if ("AlphaZ" %in% node_names)
    expectations[["AlphaZ"]] <- h5read(file, "expectations/AlphaZ")[group_names]
  if ("Sigma" %in% node_names)
    expectations[["Sigma"]] <- h5read(file, "expectations/Sigma")
  if ("Z" %in% node_names)
    expectations[["Z"]] <- h5read(file, "expectations/Z")[group_names]
  if ("W" %in% node_names)
    expectations[["W"]] <- h5read(file, "expectations/W")[view_names]
  if ("ThetaW" %in% node_names)
    expectations[["ThetaW"]] <- h5read(file, "expectations/ThetaW")[view_names]
  if ("ThetaZ" %in% node_names)
    expectations[["ThetaZ"]] <- h5read(file, "expectations/ThetaZ")[group_names]
  # if ("Tau" %in% node_names)
  #   expectations[["Tau"]] <- h5read(file, "expectations/Tau")
  
  object@expectations <- expectations

  
  ########################
  ## Load model options ##
  ########################

  if (verbose) message("Loading model options...")

  tryCatch( {
    object@model_options <- as.list(h5read(file, 'model_options', read.attributes = TRUE))
  }, error = function(x) { print("Model options not found, not loading it...") })

  # Convert True/False strings to logical values
  for (i in names(object@model_options)) {
    if (object@model_options[i] == "False" || object@model_options[i] == "True") {
      object@model_options[i] <- as.logical(object@model_options[i])
    } else {
      object@model_options[i] <- object@model_options[i]
    }
  }

  ##########################################
  ## Load training options and statistics ##
  ##########################################

  if (verbose) message("Loading training options and statistics...")

  # Load training options
  if (length(object@training_options) == 0) {
    tryCatch( {
      object@training_options <- as.list(h5read(file, 'training_opts', read.attributes = TRUE))
    }, error = function(x) { print("Training opts not found, not loading it...") })
  }

  # Load training statistics
  tryCatch( {
    object@training_stats <- h5read(file, 'training_stats', read.attributes = TRUE)
    object@training_stats <- h5read(file, 'training_stats', read.attributes = TRUE)
  }, error = function(x) { print("Training stats not found, not loading it...") })

  #############################
  ## Load covariates options ##
  #############################
  # 
  # if (any(grepl("cov_samples", h5ls.out$group))) { 
  #   if (isTRUE(verbose)) message("Loading covariates options...")
  #   tryCatch( {
  #     object@mefisto_options <- as.list(h5read(file, 'smooth_opts', read.attributes = TRUE))
  #   }, error = function(x) { print("Covariates options not found, not loading it...") })
  #   
  #   # Convert True/False strings to logical values
  #   for (i in names(object@mefisto_options)) {
  #     if (object@mefisto_options[i] == "False" | object@mefisto_options[i] == "True") {
  #       object@mefisto_options[i] <- as.logical(object@mefisto_options[i])
  #     } else {
  #       object@mefisto_options[i] <- object@mefisto_options[i]
  #     }
  #   }
  #   
  # }
  # 
  
    
  #######################################
  ## Load variance explained estimates ##
  #######################################
  
  if ("variance_explained" %in% h5ls.out$name) {
    r2_list <- list(
      r2_total = h5read(file, "variance_explained/r2_total")[group_names],
      r2_per_factor = h5read(file, "variance_explained/r2_per_factor")[group_names]
    )
    object@cache[["variance_explained"]] <- r2_list
  }
  
  # Hack to fix the problems where variance explained values range from 0 to 1 (%)
  if (max(sapply(object@cache$variance_explained$r2_total,max,na.rm=TRUE),na.rm=TRUE)<1) {
    for (m in 1:length(view_names)) {
      for (g in 1:length(group_names)) {
        object@cache$variance_explained$r2_total[[g]][[m]] <- 100 * object@cache$variance_explained$r2_total[[g]][[m]]
        object@cache$variance_explained$r2_per_factor[[g]][,m] <- 100 * object@cache$variance_explained$r2_per_factor[[g]][,m]
      }
    }
  }
  
  ##############################
  ## Specify dimensionalities ##
  ##############################
  
  # Specify dimensionality of the data
  object@dimensions[["M"]] <- length(data)                            # number of views
  object@dimensions[["G"]] <- length(data[[1]])                       # number of groups
  object@dimensions[["N"]] <- sapply(data[[1]], ncol)                 # number of samples (per group)
  object@dimensions[["D"]] <- sapply(data, function(e) nrow(e[[1]]))  # number of features (per view)
  # object@dimensions[["C"]] <- nrow(covariates[[1]])                        # number of covariates
  object@dimensions[["K"]] <- ncol(object@expectations$Z[[1]])        # number of factors
  
  # Assign sample and feature names (slow for large matrices)
  if (verbose) message("Assigning names to the different dimensions...")

  # Create default features names if they are null
  if (is.null(feature_names)) {
    print("Features names not found, generating default: feature1_view1, ..., featureD_viewM")
    feature_names <- lapply(seq_len(object@dimensions[["M"]]),
                            function(m) sprintf("feature%d_view_&d", as.character(seq_len(object@dimensions[["D"]][m])), m))
  } else {
    # Check duplicated features names
    all_names <- unname(unlist(feature_names))
    duplicated_names <- unique(all_names[duplicated(all_names)])
    if (length(duplicated_names)>0) 
      warning("There are duplicated features names across different views. We will add the suffix *_view* only for those features 
            Example: if you have both TP53 in mRNA and mutation data it will be renamed to TP53_mRNA, TP53_mutation")
    for (m in names(feature_names)) {
      tmp <- which(feature_names[[m]] %in% duplicated_names)
      if (length(tmp)>0) feature_names[[m]][tmp] <- paste(feature_names[[m]][tmp], m, sep="_")
    }
  }
  features_names(object) <- feature_names
  
  # Create default samples names if they are null
  if (is.null(sample_names)) {
    print("Samples names not found, generating default: sample1, ..., sampleN")
    sample_names <- lapply(object@dimensions[["N"]], function(n) paste0("sample", as.character(seq_len(n))))
  }
  samples_names(object) <- sample_names

  # Add covariates names
  # if(!is.null(object@covariates)){
  #   # Create default covariates names if they are null
  #   if (is.null(covariate_names)) {
  #     print("Covariate names not found, generating default: covariate1, ..., covariateC")
  #     covariate_names <- paste0("sample", as.character(seq_len(object@dimensions[["C"]])))
  #   }
  #   covariates_names(object) <- covariate_names
  # }
  
  # Set views names
  if (is.null(names(object@data))) {
    print("Views names not found, generating default: view1, ..., viewM")
    view_names <- paste0("view", as.character(seq_len(object@dimensions[["M"]])))
  }
  views_names(object) <- view_names
  
  # Set groups names
  if (is.null(names(object@data[[1]]))) {
    print("Groups names not found, generating default: group1, ..., groupG")
    group_names <- paste0("group", as.character(seq_len(object@dimensions[["G"]])))
  }
  groups_names(object) <- group_names
  
  # Set factors names
  factors_names(object)  <- paste0("Factor", as.character(seq_len(object@dimensions[["K"]])))
  
  ###################
  ## Parse factors ##
  ###################
  
  # Calculate variance explained estimates per factor
  if (is.null(object@cache[["variance_explained"]])) {
    object@cache[["variance_explained"]] <- calculate_variance_explained(object)
  } 
  
  # Remove inactive factors
  if (remove_inactive_factors) {
    r2 <- rowSums(do.call('cbind', lapply(object@cache[["variance_explained"]]$r2_per_factor, rowSums, na.rm=TRUE)))
    var.threshold <- 0.0001
    if (all(r2 < var.threshold)) {
      warning(sprintf("All %s factors were found to explain little or no variance so remove_inactive_factors option has been disabled.", length(r2)))
    } else if (any(r2 < var.threshold)) {
      object <- subset_factors(object, which(r2>=var.threshold))
      message(sprintf("%s factors were found to explain no variance and they were removed for downstream analysis. You can disable this option by setting load_model(..., remove_inactive_factors = FALSE)", sum(r2 < var.threshold)))
    }
  }
  
  # [Done in mofapy2] Sort factors by total variance explained
  if (sort_factors && object@dimensions$K>1) {

    # Sanity checks
    if (verbose) message("Re-ordering factors by their variance explained...")

    # Calculate variance explained per factor across all views
    r2 <- rowSums(sapply(object@cache[["variance_explained"]]$r2_per_factor, function(e) rowSums(e, na.rm = TRUE)))
    order_factors <- c(names(r2)[order(r2, decreasing = TRUE)])

    # re-order factors
    object <- subset_factors(object, order_factors)
  }

  # Mask outliers
  if (remove_outliers) {
    if (verbose) message("Removing outliers...")
    object <- .detect_outliers(object)
  }
  
  # Mask intercepts for non-Gaussian data
  if (any(object@model_options$likelihoods!="gaussian")) {
    for (m in names(which(object@model_options$likelihoods!="gaussian"))) {
      for (g in names(object@intercepts[[m]])) {
        object@intercepts[[m]][[g]] <- NA
      }
    }
  }

  # ######################
  # ## Quality controls ##
  # ######################
  # 
  # if (verbose) message("Doing quality control...")
  # object <- .quality_control(object, verbose = verbose)
  # 
  return(object)
}

mofa_trained <- load_model(outfile)

samples_names(mofa_trained) <- samples_names(object)
samples_metadata(mofa_trained)
rownames(samples_metadata(mofa_trained)) <- samples_metadata(mofa_trained)[["sample"]]


```


### Prune factors

#### Visualize variance explained by factors

```{r}
get_variance_explained(mofa_trained, as.data.frame = TRUE, )[[1]] %>%
  dplyr::mutate(group=factor(group, levels=rev(anno_order))) %>% 
  ggplot(aes(factor,group, fill=value)) +
  geom_tile() +
  scale_fill_viridis_c() +
  theme(axis.text.x = element_text(angle=45, hjust=1))

get_variance_explained(mofa_trained, as.data.frame = TRUE, )[[2]] %>%
  dplyr::mutate(group=factor(group, levels=anno_order)) %>%
  ggplot(aes(group, value)) +
  geom_col() +
  coord_flip() +
  ylab("Var. (%)") +
  theme_classic(base_size=14)
```


#### Identify technical factors

Do factors relate to the number of cells in pseudobulk?
```{r, fig.width=12, fig.height=4}
n_cells <- mofa_trained@samples_metadata[,'n_cells', drop=FALSE]
Z <- get_factors(mofa_trained)
Z <- purrr::reduce(Z, rbind)
barplot(cor(n_cells, Z))
```

Distinguish technical factors by weight sparsity

```{r}
get_weights(mofa_trained, abs=TRUE, scale = FALSE, as.data.frame = TRUE) %>%
  dplyr::group_by(factor) %>%
  dplyr::mutate(value=(value - min(value))/(max(value)- min(value)), rank=rank(value)) %>%
  dplyr::summarise(frac_zeros=sum(value < 0.05)/dplyr::n()) %>%
  ggplot(aes(factor, frac_zeros)) +
  geom_col() +
  coord_flip() +
  geom_hline(yintercept = 0.5, color="red")
```

```{r}
exclude_factors <- get_weights(mofa_trained, abs=TRUE, scale = FALSE, as.data.frame = TRUE) %>%
  dplyr::group_by(factor) %>%
  dplyr::mutate(value=(value - min(value))/(max(value)- min(value)), rank=rank(value)) %>%
  dplyr::summarise(frac_zeros=sum(value < 0.05)/dplyr::n()) %>%
  dplyr::filter(frac_zeros < 0.55) %>%
  dplyr::pull(factor)
```


```{r}
high_r2_groups_df <- get_variance_explained(mofa_trained, as.data.frame = TRUE)[[1]] %>%
  dplyr::filter(!factor %in% exclude_factors) %>%
  dplyr::group_by(group) %>%
  dplyr::mutate(tot_var=sum(value)) %>%
  dplyr::ungroup() %>%
  dplyr::arrange(tot_var) %>%
  dplyr::mutate(group=factor(group, levels = unique(group))) %>%
  dplyr::mutate(value=ifelse(value < 5, NA, value)) %>%
  dplyr::filter(!is.na(value)) 

high_r2_groups_df %>%
  ggplot(aes(factor,group, fill=value)) +
  geom_tile() +
  scale_fill_gradientn(colors=c("gray97","darkblue"), guide="colorbar") +
  theme_classic() +
  theme(axis.text.x = element_text(angle=45, hjust=1)) 
  
```

#### Find factors that separate pseudobulks by tissue

Calculating Adjusted Mutual Information between organ identity and clustering of pseudobulks based on factor values

```{r, fig.width=15, fig.height=6}
calc_organ_AMI <- function(f, g){
  dmat <- dist(get_factors(mofa_trained, factors = f, groups = g)[[1]]) 
  hcl <- hclust(dmat)
  n_organs <- length(unique(samples_metadata(mofa_trained)[rownames(as.matrix(dmat)),'organ']))
  hcl_df <- data.frame(clust=cutree(hcl, k=n_organs)) %>%
    tibble::rownames_to_column("sample") %>%
    dplyr::left_join(samples_metadata(mofa_trained)) 
  organ_AMI <- aricode::AMI(hcl_df$clust, as.numeric(hcl_df$organ))
  return(organ_AMI)
}

samples_metadata(mofa_trained)$organ <- as.factor(samples_metadata(mofa_trained)$organ)
## Calc adjusted mutual info for each factor
AMIs <- sapply(1:nrow(high_r2_groups_df), function(i) calc_organ_AMI(high_r2_groups_df$factor[i], high_r2_groups_df$group[i]))

## Calc adjusted mutual info for all factors that explan > 2% variance 
groups <- as.character(unique(high_r2_groups_df$group))
ct_AMIs <- sapply(groups, function(g) calc_organ_AMI(high_r2_groups_df$factor[high_r2_groups_df$group == g], g))

AMI_pl <- data.frame(ct_AMIs) %>%
  dplyr::arrange(ct_AMIs) %>%
  tibble::rownames_to_column("celltype") %>%
  # dplyr::mutate(celltype=factor(rowname, levels=unique(rowname))) %>%
dplyr::mutate(celltype=factor(celltype, levels=rev(anno_order))) %>%
  ggplot(aes(ct_AMIs, celltype)) +
  geom_col() +
  xlab("Total Organ AMI") +
  theme_classic(base_size = 16)
  
AMI_f_pl <- high_r2_groups_df %>%
  dplyr::mutate(org_AMI=AMIs) %>%
  dplyr::mutate(group=factor(group, levels=levels(AMI_pl$data$celltype))) %>%
  ggplot(aes(factor, group, fill=org_AMI)) +
  geom_tile(color='black') +
  # scale_fill_gradientn(colors=c("gray97","red"), name="Organ Adj. Mutual Info") +
  scale_fill_viridis_c(option='magma') +
  theme_classic(base_size = 16) +
  theme(axis.text.x = element_text(angle=45, hjust=1))   

AMI_f_pl + (AMI_pl + remove_y_axis()) +
  plot_layout(guides="collect", widths = c(8,3))
```

```{r, fig.height=9, fig.width=7}
## Save info on MI
high_r2_groups_df <- high_r2_groups_df %>%
  dplyr::mutate(org_AMI=AMIs) 

## Fix long names for plotting
all_groups <- names(get_data(mofa_trained)[[1]])
group_labeller <- all_groups %>%
  str_replace_all("_", " ") %>%
  {ifelse(nchar(.) > 20, str_replace(., " ", "\n"), .)} %>%
  setNames(all_groups)

AMI_pl_df <- high_r2_groups_df %>%
  dplyr::group_by(group) %>%
  dplyr::mutate(mean_AMI=max(org_AMI)) %>%
  dplyr::ungroup() %>%
  dplyr::arrange(mean_AMI) %>%
  dplyr::mutate(group=group_labeller[as.character(group)]) %>%
  dplyr::mutate(group=factor(group, levels=unique(group))) 

AMI_pl_df %>%
  ggplot(aes(org_AMI, group)) +
  geom_point(aes(fill=value), size=3, shape=21) +
  ggrepel::geom_text_repel(aes(label=str_remove(factor, "Factor")), color="black", force = 0.1, direction = 'x',
                           nudge_y           = 0.4,
    hjust             = 0) +
  xlab("Adj. Mutual Information - Organ ") +
  scale_fill_gradientn(colours = c("white", "red"), name="% var. explained") +
  theme_bw(base_size = 15)


```
```{r, fig.height=8, fig.width=8}
for (fact in as.character(unique(AMI_pl_df$factor))){
  p <- AMI_pl_df %>%
    ggplot(aes(org_AMI, group)) +
    geom_point(fill="grey", size=2, shape=21, color="grey") +
    geom_point(data = . %>% dplyr::filter(factor==fact),
                 aes(fill=value), size=3, shape=21) +
    xlab("Adj. Mutual Information - Organ ") +
    scale_fill_gradientn(colours = c("white", "red"), name="% var. explained") +
    theme_bw(base_size = 15) +
    ggtitle(fact)
  print(p)
  }
```
### Expression of top R2 factors

```{r}
get_top_weight_genes <- function(mofa_trained, f, n_top=20, which="top"){
  w_df <- get_weights(mofa_trained, factors = f, as.data.frame = TRUE) %>%
    dplyr::arrange(value) 
  top_genes <- w_df %>%
      dplyr::top_n(n_top, value) %>%
      dplyr::pull(feature) %>%
      as.character()
  bot_genes <-  w_df %>%
      dplyr::top_n(n_top, -value) %>%
      dplyr::pull(feature) %>%
      as.character()
  if (which=="top") {
    genes <- top_genes
  } else if (which=="bottom"){
    genes <- bot_genes
  } else if (which=="both"){
    genes <- c(top_genes, bot_genes)
  }
  return(genes)
}

plot_data_top_weights <- function(mofa_trained, ct, f, n_top=20, which="top"){
  genes <- get_top_weight_genes(mofa_trained, f, which=which, n_top=n_top)
  data <- get_data(mofa_trained, groups=ct)[[1]][[1]][genes,]
  
  pl_df <- reshape2::melt(data, varnames=c("gene", "sample")) %>%
    dplyr::left_join(samples_metadata(mofa_trained)) %>%
    dplyr::arrange(age) %>%
    dplyr::mutate(sample=factor(sample, levels=unique(sample))) %>%
    dplyr::group_by(gene) %>%
    dplyr::mutate(value=scale(value))
  pl_df %>%
    ggplot(aes(sample, gene, fill=value)) +
    geom_tile() +
    facet_grid(.~organ, space="free", scales="free") +
    scale_fill_gradient2(high="red", low="blue", name="Scaled\nexpression") +
    xlab("----age--->") + ylab(glue("{which} weight genes")) +
    theme_bw(base_size=16) +
    theme(axis.ticks.x = element_blank(), axis.text.x = element_blank()) +
    ggtitle(glue('{ct} - {f}'))
}

for (g in all_groups){
  fs <- get_top_factor_per_celltype(mofa_trained, g, min_R2=5)
  fs <- fs[!fs %in% exclude_factors]
  if (length(fs) > 0){
    top_plots <- lapply(fs, function(x) (plot_data_top_weights(mofa_trained, g, x, which="top") + remove_x_axis()) /  
                          plot_data_top_weights(mofa_trained, g, x, which="bottom") + ggtitle("")
    )
    full_pl <-wrap_plots(top_plots, ncol=1) 
    ggsave(glue("{figdir}/top_factors_expr_{g}.pdf"),plot=full_pl,  width=12, height = 10*length(top_plots))
    }  
}

```


<!-- ```{r} -->
<!-- ## reorder organs -->
<!-- samples_metadata(mofa_trained)$organ <- factor(samples_metadata(mofa_trained)$organ, levels=organ_order) -->
<!-- for (g in all_groups){ -->
<!--   fs <- get_top_factor_per_celltype(mofa_trained, g, min_R2=2) -->
<!--   fs <- fs[!fs %in% exclude_factors] -->
<!--   if (length(fs) > 0){ -->
<!--       pl <- plot_factor(mofa_trained,groups = c(g), color_by="organ", dot_size = 3, factors = fs, -->
<!--             add_boxplot = TRUE, boxplot_alpha = 0.1, -->
<!--             group_by = "organ", scale = ) + -->
<!--     scale_fill_manual(values=org_colors) + -->
<!--     scale_color_manual(values=org_colors) + -->
<!--     ggtitle(g) -->
<!--     print(pl) -->
<!--   } -->
<!--   } -->
<!-- ``` -->

<!-- ```{r, fig.height=15, fig.width=15} -->
<!-- gr_top_factors <- lapply(all_groups, function(g) data.frame(group=g, top_factors=get_top_factor_per_celltype(mofa_trained, g, min_R2=2))) %>% -->
<!--   purrr::reduce(dplyr::bind_rows) %>% -->
<!--   dplyr::filter(!top_factors %in% exclude_factors) -->

<!-- for (f in unique(gr_top_factors$top_factors)){ -->
<!--   gs <- dplyr::filter(gr_top_factors, top_factors==f) %>% dplyr::pull(group) -->
<!--   pl_ls <- lapply(gs, function(g) plot_factor(mofa_trained,groups = c(g), color_by="organ", dot_size = 3, factors = f, -->
<!--             add_boxplot = TRUE, boxplot_alpha = 0.1,  -->
<!--             group_by = 'group', dodge = TRUE) + -->
<!--     scale_fill_manual(values=org_colors) + -->
<!--     scale_color_manual(values=org_colors) + -->
<!--     ggtitle(g)) -->
<!--  print(wrap_plots(pl_ls) + plot_layout(guides="collect") + plot_annotation(title=f))  -->
<!--   } -->
<!-- ``` -->



```{r, fig.width=18, fig.height=7}
minmax_normalize <- function(x, na.rm = TRUE) {
    return((x- min(x)) /(max(x)-min(x)))
}

plot_data_top_weights_clustered <- function(mofa_trained, cts, f, n_top=20, which="top", scale_data=TRUE){
  genes <- get_top_weight_genes(mofa_trained, f, which=which, n_top=n_top)
  
  genes_anno <- data.frame(gene=genes) 
  if (which!="both"){ genes_anno[["weight"]] <- rep(which, n_top) }  else { genes_anno[["weight"]] <- c(rep("top", n_top), rep("bottom", n_top)) }
  
  data_ls <- get_data(mofa_trained, groups=cts)[[1]]
  data <- Reduce(cbind, data_ls)[genes,]
  
  ct_pl_ls <- lapply(cts, function(ct){
    ct_samples <- colnames(mofa_trained@data[[1]][[ct]])
    ct_data <- data[,ct_samples]
    if (scale_data){
      ct_data <- t(apply(ct_data, 1, minmax_normalize))
    }
    cl_heatmap <- pheatmap::pheatmap(ct_data, show_colnames= FALSE, cluster_rows = FALSE, )
    col_order <- cl_heatmap$tree_col$labels[cl_heatmap$tree_col$order]
    
    pl_df <- reshape2::melt(ct_data, varnames=c("gene", "sample")) %>%
        dplyr::left_join(samples_metadata(mofa_trained)) %>%
        dplyr::left_join(genes_anno) %>%
        dplyr::mutate(sample=factor(sample, levels=col_order),
                      weight=factor(weight, levels=c("top", "bottom"))) 
    
    pl_bar <- pl_df %>% 
      ggplot(aes(sample, "organ", fill=organ)) +
      geom_tile() +
      scale_fill_manual(values=org_colors) +
      theme_void() +
      theme(legend.position = "none")
    pl_hm <- pl_df %>%
      ggplot(aes(sample, gene, fill=value)) +
        geom_tile() +
        scale_fill_viridis_c(option="magma", name="Scaled\nexpression") +
        xlab(group_labeller[ct]) +
        facet_grid(weight~., scales="free", space="free") +
        theme_bw(base_size=12) +
        theme(axis.ticks.x = element_blank(), axis.text.x = element_blank())
    (pl_bar / pl_hm) + plot_layout(heights = c(1,10))
    })
  if (length(ct_pl_ls) > 1){
    ## Remove gene names to all except 1st plot
    ct_pl_ls[2:length(ct_pl_ls)] <- lapply(ct_pl_ls[2:length(ct_pl_ls)], function(p) p + remove_y_axis())
    
    ## Remove strip names to all except last plot
    ct_pl_ls[1:(length(ct_pl_ls)-1)] <- lapply(ct_pl_ls[1:(length(ct_pl_ls)-1)], function(p) p + theme(strip.background = element_blank(),strip.text.y = element_blank()))
    wrap_plots(ct_pl_ls) + 
    plot_layout(guides="collect", nrow = 1)
  } else {
    ct_pl_ls[[1]]
  }
}

plot_factor_organ_boxplots <- function(f, cts){
  pl_ls <- lapply(cts, function(g) plot_factor(mofa_trained,groups = c(g), color_by="organ", dot_size = 3, factors = f,
            add_boxplot = TRUE, boxplot_alpha = 0.1, 
            group_by = 'group', dodge = TRUE) +
    scale_fill_manual(values=org_colors) +
    scale_color_manual(values=org_colors) +
    ggtitle(group_labeller[g]) 
    )
 wrap_plots(pl_ls) + 
   plot_layout(guides="collect", nrow=1) + 
   plot_annotation(title=f) 
}

high_r2_groups_df_filt <- high_r2_groups_df %>%
  dplyr::filter(org_AMI > 0.3) %>%
  dplyr::arrange(- org_AMI) 

for (fact in as.character(unique(high_r2_groups_df_filt$factor))){
  fact_cts = as.character(high_r2_groups_df_filt$group[high_r2_groups_df_filt$factor==fact])
  p_top <- plot_factor_organ_boxplots(cts=fact_cts, f=fact)
  p_bottom <- plot_data_top_weights_clustered(mofa_trained, cts=fact_cts, f=fact, which = "both", scale_data = TRUE)
  f_pl <- (p_top / p_bottom) +
    plot_layout(heights = c(1,2.5))
  
  ggsave(glue("{figdir}/{fact}_top_organ_AMI_plot.pdf"), plot=f_pl,  width=5 + (3*length(fact_cts)), height = 9)
}
```


---
---
```{r}
get_factors(mofa_trained, as.data.frame = TRUE) %>%
  left_join(samples_metadata(mofa_trained)) %>%
  mutate(sort=ifelse(str_detect(Sample, "CD45P"), "CD45+", ifelse(str_detect(Sample,"CD45N"), "CD45-", ifelse(str_detect(Sample, "TOT"), "TOT", "other")))) %>%
  filter(organ=="TH" & factor=="Factor2" & group=="CD8AA") %>%
  ggplot(aes(value,Sample,  color=sort)) +
  geom_point() +
  ggtitle("TREG") +
  xlab("Factor2") 
```

```{r, fig.height=10, fig.width=7}
p1 <- get_factors(mofa_trained, as.data.frame = TRUE) %>%
  left_join(samples_metadata(mofa_trained)) %>%
  filter(organ=="TH" & factor=="Factor2" & group=="TREG") %>%
  ggplot(aes(value,Sample,  color=age)) +
  geom_point() +
  scale_color_viridis_c() +
  ggtitle("TREG") +
  xlab("Factor2") 

p2 <- get_factors(mofa_trained, as.data.frame = TRUE) %>%
  left_join(samples_metadata(mofa_trained)) %>%
  filter(organ=="TH" & factor=="Factor2" & group=="TH17") %>%
  ggplot(aes(value,Sample,  color=age)) +
  geom_point() +
  scale_color_viridis_c() +
  ggtitle("TH17") +
  xlab("Factor2") 

p3 <- get_factors(mofa_trained, as.data.frame = TRUE) %>%
  left_join(samples_metadata(mofa_trained)) %>%
  filter(organ=="TH" & factor=="Factor2" & group=="CD8AA") %>%
  ggplot(aes(value,Sample,  color=age)) +
  geom_point() +
  scale_color_viridis_c() +
  ggtitle("CD8AA") +
  xlab("Factor2")

(p1 / p2 /p3) + plot_layout(guides='collect')
```


### Visualize variance explained by factors

```{r}
plot_variance_explained(mofa_trained, x='factor', y='group', split_by = 'view', plot_total = TRUE, max_r2 = 50)[[1]] +
  theme(axis.text.x = element_text(angle=45, hjust=1))

get_variance_explained(mofa_trained, as.data.frame = TRUE)[[2]] %>%
  ggplot(aes(group, value)) +
  geom_col() +
  coord_flip() +
  ylab("Var. (%)") +
  theme_classic(base_size=14)
```

Plot by celltype
```{r, fig.width=10, fig.height=10}
get_variance_explained(mofa_trained, as.data.frame = TRUE)[[1]] %>%
  ggplot(aes(factor, value)) + geom_col() +
  coord_flip() +
  facet_wrap(group~., ncol = 6, scales = "free_x")
```

```{r}
plot_factor_cor(mofa_trained, method = "spearman")
```


```{r}
## Correlation with principal components
pcs <- reducedDim(sce)
fctrs <- get_factors(mofa_trained) %>%
  purrr::reduce(rbind)

corrplot::corrplot(cor(pcs, fctrs[rownames(pcs),]))
```

#### Factor ID plots

```{r, fig.height=10, fig.width=10}
plot_factor_ordered <- function(mofa_trained, f){
  factor_df <- get_factors(mofa_trained, factors = f, as.data.frame = TRUE) %>%
      mutate(organ = sapply(str_split(sample, "_"), function(x) x[2])) %>%
      group_by(group) %>%
      mutate(gr_mean = median(value)) %>%
      ungroup() %>%
      arrange(gr_mean) %>%
      mutate(group=factor(group, levels=unique(group))) 
  
  r2_df <- get_variance_explained(mofa_trained, factors = f, as.data.frame = TRUE)[[1]] %>%
    filter(factor==paste0('Factor',f)) %>%
    mutate(group=factor(group, levels = levels(factor_df$group)))
  
  pl1 <- factor_df %>%
      ggplot(aes(group, value)) +
      geom_boxplot() +
      geom_jitter(aes(color= organ), size=0.7) +
      geom_hline(yintercept = 0, linetype=2) +
      coord_flip() +
      ylab(paste0("Factor ", f)) +
      theme_bw(base_size = 14)
  
  pl2 <- r2_df %>%
    ggplot(aes(group, value)) +
    geom_col() +
    coord_flip() +
    ylab("% variance explained") +
    theme_bw(base_size = 14) +
    remove_y_axis()
  
  pl1 + pl2 + plot_layout(widths=c(2,1), guides="collect") 
}

get_top_celltype_per_factor <- function(mofa_trained, f){
  r2_df <- get_variance_explained(mofa_trained, factors = f, as.data.frame = TRUE)[[1]] %>%
    filter(factor==paste0('Factor',f)) 
    # mutate(group=factor(group, levels = ))
  top_quant_r2 <- quantile(r2_df$value, probs = seq(0, 1, by = 0.2))["80%"]
  top_groups <- r2_df$group[r2_df$value >= top_quant_r2]
  return(top_groups)
}

save_factor_id <- function(mofa_trained, f, figdir){
  ## Order celltypes by factor values
  p1 <- plot_factor_ordered(mofa_trained, f)
  
  ## Plot factor values across organs for celltypes with high variance explained
  p2 <- plot_factor(mofa_trained, factors = f, groups = get_top_celltype_per_factor(mofa_trained, f), group_by = "group", 
              color_by = "organ", 
              dot_size = 2, dodge = TRUE
              )
  
  ## Plot factor weights on genes
  # plot_data_heatmap(mofa_trained, factor = f, nfeatures = 50, text_size = 3, show_colnames=FALSE,
  #                   annotation_samples = c("organ", "time", "method", "donor"))
  p3 <- plot_weights(mofa_trained, factors = f, nfeatures = 30, text_size = 3) +
   scale_y_discrete(expand=c(0.1, 0.1))
  
  full_pl <- (p1 | (p2 / p3)) +
    plot_layout(guides="collect") 
  ggsave(glue("{figdir}/MOFA_{split}_factorID_factor{f}.pdf"), plot=full_pl, width = 15, height = 10)
}

for (f in 1:mofa_trained@dimensions$K){
  print(paste0("Saving ID for Factor ", f, "..."))
  save_factor_id(mofa_trained, f=f, figdir = figdir)  
}

# save_factor_id(mofa_trained, f=1, figdir = figdir)  
# plot_weights(mofa_trained, factors = f, nfeatures = 30, text_size = 3) +
#    scale_y_discrete(expand=c(0.1, 0.1))
```




<!-- ```{r} -->
<!-- get_top_celltype_per_factor <- function(mofa_trained, f){ -->
<!--   r2_df <- get_variance_explained(mofa_trained, factors = f, as.data.frame = TRUE)[[1]] %>% -->
<!--     filter(factor==paste0('Factor',f)) %>% -->
<!--     mutate(group=factor(group, levels = levels(factor_df$group))) -->
<!--   top_quant_r2 <- quantile(r2_df$value, probs = seq(0, 1, by = 0.2))["80%"] -->
<!--   top_groups <- r2_df$group[r2_df$value >= top_quant_r2] -->
<!--   return(top_groups) -->
<!-- } -->

<!-- plot_factor(mofa_trained, factor=2, groups=get_top_celltype_per_factor(mofa_trained, 2)[3:5], dodge = TRUE, add_boxplot = TRUE, color_by="donor") -->
<!-- plot_factor(mofa_trained, factor=2, groups=get_top_celltype_per_factor(mofa_trained, 2)[3:5], group_by = "organ", dodge = TRUE, add_boxplot = TRUE, color_by="organ") + -->
<!--   ylim(3,8) -->
<!-- ``` -->
<!-- ```{r} -->
<!-- get_factors(mofa_trained, groups=get_top_celltype_per_factor(mofa_trained, 2)[3:5], factor=2, as.data.frame = TRUE) %>% -->
<!--   left_join(mofa_trained@samples_metadata) %>% -->
<!--   ggplot(aes(value, fill=organ)) + -->
<!--   geom_histogram() -->
<!--   # geom_smooth(method="lm") + -->
<!--   ggpubr::stat_cor() -->
<!-- plot_factors_vs_cov(mofa_trained, groups=get_top_celltype_per_factor(mofa_trained, 2)[3:5], covariates = "") -->
<!-- ``` -->
<!-- ```{r} -->
<!-- w <- get_weights(mofa_trained, factors = 'all', as.data.frame = FALSE) -->
<!-- as.data.frame(w$scaled_logcounts) %>% -->
<!--   rownames_to_column("gene") %>% -->
<!--   write_csv("~/MOFA_weights.csv") -->
<!-- ``` -->

#### KNN graph per celltype

```{r}
## Get factors that explain most variance in each celltype
get_top_factor_per_celltype <- function(mofa_trained, gr, min_R2=2){
  get_variance_explained(mofa_trained, as.data.frame = TRUE)[[1]] %>%
    filter(group==gr) %>%
    filter(value >= min_R2) %>%
    pull(factor) %>%
    as.character()
}

## Make KNN graph based on similarity of top factors for each celltype
get_ct_KNN_graph <- function(mofa_trained, gr, min_R2=5, k=5){
  ## Get factors that explain most variance per celltype
  fs <- get_top_factor_per_celltype(mofa_trained, gr, min_R2 = min_R2)
  
  ## Exclude factor1 (proliferation)
  fs <- fs[!fs %in% c("Factor1", "Factor2")]
  
  ## Make KNN graph from top factors
  Z <- get_factors(mofa_trained, groups=gr, factors = fs)[[1]]
  knn_ct <- buildKNNGraph(t(Z), k=k)
  
  ## Add attributes
  metadata_ct <- samples_metadata(mofa_trained)[rownames(Z),]
  # covariates
  V(knn_ct)$organ <- metadata_ct$organ
  V(knn_ct)$age <- metadata_ct$age
  V(knn_ct)$n_cells <- metadata_ct$n_cells
  V(knn_ct)$method <- metadata_ct$method
  V(knn_ct)$donor <- metadata_ct$donor
  # top factors
  for (c in colnames(Z)){
   vertex_attr(knn_ct)[[c]] <- Z[,c]  
  }
  
  return(knn_ct)
  }

## Plot KNN graph
plot_ct_KNN_graph <- function(knn, color_by="organ"){
  ## Define color 
  if (!color_by %in% names(vertex_attr(knn))){
    stop("specified color_by variable is not in vertex_attr(knn)")
  }
  
  if (color_by=="organ"){ 
    scale_color_knngraph <- scale_color_manual(values=org_colors)
  } else if (is.numeric(vertex_attr(knn, color_by))){
    scale_color_knngraph <- scale_color_viridis_c(option="magma")  
  } else {
      scale_color_knngraph <- scale_color_discrete()
    }
  
  vertex_attr(knn, "color_by") <- vertex_attr(knn, color_by)
  
  ggraph(knn) +
    geom_edge_link0() +
    geom_node_point(aes(color=color_by, size=n_cells)) +
    theme(panel.background = element_blank()) +
    scale_color_knngraph +
    scale_size(range=c(2,7)) 
  }

get_top_factor_per_celltype(mofa_trained, "NK")

all_groups <- names(get_data(mofa_trained)[[1]])
knn_graph_pl <- lapply(all_groups, function(g){
  knn <- get_ct_KNN_graph(mofa_trained, g, k=5, min_R2 = 2)
  plot_ct_KNN_graph(knn, color_by = 'organ') + ggtitle(g)
  })

knn_graph_pl <- setNames(knn_graph_pl, all_groups)
knn <- get_ct_KNN_graph(mofa_trained, 'B1', k=5, min_R2 = 1)
plot_ct_KNN_graph(knn, color_by = 'Factor5') 
```

```{r}
plot_factor(mofa_trained,groups = 'MATURE_B', factors = c(5), group_by ='organ', color_by = "age")
```


```{r}
## Score connectivity between samples from the same organ
.calc_connectivity_score <- function(knn, o){
  adj <- get.adjacency(knn)
  n_org <- sum(V(knn)$organ==o)
  n_other <- sum(V(knn)$organ!=o)
  within_edges <- sum(adj[V(knn)$organ==o,V(knn)$organ==o])
  between_edges <- sum(adj[V(knn)$organ==o,V(knn)$organ!=o])
  score <- (within_edges/between_edges)*(n_other/n_org)
  return(score)
  }

## Calculate connectivity score for permutations of node labels
conn_score_test <- function(knn, o, n_perm=1000){
  real_score <- .calc_connectivity_score(knn, o)
  ## Random permutations
  rand_scores <- c()
  for (i in 1:n_perm){
    rand_knn <- knn
    V(rand_knn)$organ <- sample(V(knn)$organ)
    rand_scores <- c(rand_scores, .calc_connectivity_score(rand_knn, o))   
  }
  
  p_val <- sum(c(rand_scores, real_score) >= real_score)/(n_perm + 1)
  if (p_val < 2e-16){ p_val <- 2e-16}
  return(c('score'=real_score,'p_value'=p_val))
}

## Calculate connectivity score + significance with permutation test
test_conn_group <- function(mofa_trained, g, k=5, min_R2 = 2, n_perm=1000){
  knn <- get_ct_KNN_graph(mofa_trained, g, k=k, min_R2 = min_R2)
  test_orgs <- names(table(V(knn)$organ))[table(V(knn)$organ) > 2]
  return(sapply(test_orgs, function(o) conn_score_test(knn, o, n_perm=n_perm)))
  }

connectivity_test_ls <- lapply(all_groups, function(g) test_conn_group(mofa_trained, g))
connectivity_test_ls <- setNames(connectivity_test_ls, all_groups)

connectivity_test_df <- imap(connectivity_test_ls, ~ data.frame(t(.x)) %>% rownames_to_column("organ") %>% mutate(group=.y)) %>%
  purrr::reduce(bind_rows) %>%
  mutate(is_signif = ifelse(p_value < 0.01, TRUE, FALSE)) 

connectivity_test_df %>%
  ggplot(aes(organ, group,fill=log10(score))) +
  geom_tile() +
  scale_fill_distiller(palette="Reds", direction = 1) +
  geom_text(data=. %>% filter(is_signif), label="*", size=5)

```
```{r, fig.height=10, fig.width=10}
connectivity_test_df %>%
  group_by(group) %>%
  mutate(mean_val=median(score)) %>%
  ungroup() %>%
  arrange(-mean_val) %>%
  mutate(group=factor(group, levels=unique(group))) %>%
  ggplot(aes(organ, log1p(score))) +
  geom_col(fill="grey") +
  geom_col(data=. %>% filter(is_signif), aes(fill=organ)) +
  scale_fill_manual(values=org_colors)  +
  coord_flip() +
  facet_grid(group~.) +
  theme(strip.text.y = element_text(angle=0))
```

#### Expression of top R2 factors

```{r}
get_top_weight_genes <- function(mofa_trained, f, n_top=20, which="top"){
  w_df <- get_weights(mofa_trained, factors = f, as.data.frame = TRUE) %>%
    arrange(value) 
  if (which=="top") {
    w_df %>%
      top_n(n_top, value) %>%
      pull(feature) %>%
      as.character()
  } else if (which=="bottom"){
    w_df %>%
      top_n(n_top, -value) %>%
      pull(feature) %>%
      as.character()
    }
}

plot_data_top_weights <- function(mofa_trained, ct, f, n_top=20, which="top"){
  genes <- get_top_weight_genes(mofa_trained, f, which=which, n_top=n_top)
  data <- get_data(mofa_trained, groups=ct)[[1]][[1]][genes,]
  
  pl_df <- reshape2::melt(data, varnames=c("gene", "sample")) %>%
    left_join(samples_metadata(mofa_trained)) %>%
    arrange(age) %>%
    mutate(sample=factor(sample, levels=unique(sample))) %>%
    group_by(gene) %>%
    mutate(value=scale(value))
  pl_df %>%
    ggplot(aes(sample, gene, fill=value)) +
    geom_tile() +
    facet_grid(.~organ, space="free", scales="free") +
    scale_fill_gradient2(high="red", low="blue", name="Scaled\nexpression") +
    xlab("----age--->") + ylab(glue("{which} weight genes")) +
    theme_bw(base_size=16) +
    theme(axis.ticks.x = element_blank(), axis.text.x = element_blank()) +
    ggtitle(glue('{ct} - {f}'))
}

for (g in all_groups){
  fs <- get_top_factor_per_celltype(mofa_trained, g, min_R2=3)
  top_plots <- lapply(fs, function(x) (plot_data_top_weights(mofa_trained, g, x, which="top") + remove_x_axis()) /  
                        plot_data_top_weights(mofa_trained, g, x, which="bottom") + ggtitle("")
  )
  full_pl <-wrap_plots(top_plots, ncol=1) 
  ggsave(glue("{figdir}/top_factors_expr_{g}.pdf"),plot=full_pl,  width=12, height = 7*length(top_plots))
}

```
```{r, fig.height=12, fig.width=8}
plot_data_heatmap(mofa_trained, factor = 5, groups = "MATURE_B", scale="row", annotation_samples = c("organ", "age"), features = 50)
plot_data_heatmap(mofa_trained, factor = 5, groups = "B1", scale="row", annotation_samples = c("organ", "age"), features = 50)
```


### GSEA
```{r}
# BiocManager::install("MOFAdata")
library(MOFAdata)
utils::data(reactomeGS)
head(rownames(reactomeGS))

## Remove row with NA
reactomeGS <- reactomeGS[!is.na(rownames(reactomeGS)),]
```

```{r}
library(EnsDb.Hsapiens.v86)
hg.pairs <- readRDS(system.file("exdata", "human_cycle_markers.rds", package="scran"))
all_genes <- ensembldb::genes(EnsDb.Hsapiens.v86)
detach(package:EnsDb.Hsapiens.v86)
detach(package:ensembldb)

# gene_name_2_id <- function(gene){
#    return(all_genes[all_genes$gene_name==gene,]$gene_id[1])
# }
# 
# gene_ids <- sapply(mofa_trained@features_metadata$feature, gene_name_2_id)
# rowData(sce)["gene_id"] <- gene_ids
# rowData(sce)["gene_name"] <- rownames(sce)

gene_names_reactome <- all_genes[colnames(reactomeGS)]$gene_name
colnames(reactomeGS) <- gene_names_reactome
```

Subset to genes tested
```{r}
reactomeGS_universe <- reactomeGS[, colnames(reactomeGS) %in% mofa_trained@features_metadata$feature]
```


```{r, fig.width=15, fig.height=7}
# GSEA on positive weights, with default options
res.positive <- run_enrichment(mofa_trained,
  view='scaled_logcounts',
  # statistical.test = 'cor.adj.parametric',
  feature.sets = reactomeGS_universe, 
  sign = "positive",
)

# GSEA on negative weights, with default options
res.negative <- run_enrichment(mofa_trained, 
  view='scaled_logcounts',
  # statistical.test = 'cor.adj.parametric',
  feature.sets = reactomeGS_universe, 
  sign = "negative"
)


for (f in 1:mofa_trained@dimensions$K){
  if (min(res.positive$pval.adj[,paste0("Factor", f)]) < 0.1) {
    print(plot_enrichment(res.positive, factor = f, alpha=0.1) + ggtitle("Positive weights") +
            plot_enrichment(res.negative, factor = f, alpha=0.1) + ggtitle("Negative weights") +
              plot_annotation(title=paste0("Factor", f)))
      }
  }
```

```{r}
signif_pathways <- rownames(data.frame(res.negative$pval.adj))[order(data.frame(res.negative$pval.adj)[["Factor8"]])[0:10]]
colnames(reactomeGS_universe)[reactomeGS_universe[signif_pathways[5],]==1]
plot_enrichment_detailed(res.negative, factor = 8)
```

---

## Notes

- Factor2 separates BM from rest
- Factor5: immature VS mature B cell phenotype, separates mature B cells and B1 cells in liver and BM from the others, more mature phenotype (lower expr of VPREB1 and co.)


---
<!-- ### Factor annotation  -->
<!-- So far -->

<!-- #### Factor 1 -->
<!-- Cell cycle / proliferation signature -->

<!-- #### Factor 2 -->
<!-- Explains variation in late B cell stages, possibly difference between BM and other organs? -->

<!-- #### Factor 3 -->
<!-- Thymus specific T cell signature, especially in immature T cells. Interestingly, difference also in B1 cells, could be signalling from thymic microenvironment? -->

<!-- #### Factor 4 -->
<!-- Variation within progenitors, and lots of variance explained in B1 cells too! Stemness markers such as CD34, HOPX... Explains lots of variance in Tregs (7.67%) -->

<!-- #### Factor 5 -->
<!-- ILC specific -->

<!-- #### Factor 7 -->
<!-- Could be signature of spleen specific progenitors, or spleen soup -->

<!-- #### Factor 8 -->
<!-- More cell cycle/proliferation, but lower in thymus samples, TH samples express proteasome -->

<!-- #### Factor 10 -->
<!-- mature VS pro B cells -->

<!-- ```{r} -->
<!-- get_factors(mofa_trained, factors = 7, as.data.frame = TRUE) %>% -->
<!--   left_join(mofa_trained@samples_metadata) %>% -->
<!--   ggplot(aes(value, fill=organ)) + -->
<!--   geom_histogram() -->
<!-- ``` -->
<!-- ```{r} -->
<!-- library(pROC) -->

<!-- get_organ_auc <- function(mofa_trained, f, o, groups){ -->
<!--     df <- get_factors(mofa_trained, factors = f, as.data.frame = TRUE, groups = groups) %>% -->
<!--     left_join(mofa_trained@samples_metadata) -->

<!--   cat <- as.numeric(df$organ==o) -->
<!--   pred <- df$value -->
<!--   if (sum(cat) > 0) { -->
<!--     roc_obj <- roc(cat, pred) -->
<!--     auc <- auc(roc_obj) -->
<!--     return(as.vector(auc)) -->
<!--     } -->
<!-- } -->

<!-- top_gr_df <- lapply(1:19, function(f) data.frame(top_group=get_top_celltype_per_factor(mofa_trained, f), factor=f)) %>% -->
<!--   purrr::reduce(bind_rows)  -->

<!-- org = "BM" -->
<!-- AUC_org <- sapply(1:nrow(top_gr_df), function(i){ -->
<!--   get_organ_auc(mofa_trained,  -->
<!--                 o=org, -->
<!--                 f=top_gr_df$factor[i],  -->
<!--                 groups = top_gr_df$top_group[i])} -->
<!--   ) -->
<!-- AUC_org[sapply(AUC_org, is.null)] <- NA -->
<!-- top_gr_df[["AUC_org"]] <- unlist(AUC_org) -->

<!-- ggplot(top_gr_df, aes(factor, fill=AUC_org, top_group))  + -->
<!--   geom_tile() + -->
<!--   geom_text(aes(label=round(AUC_org, 2))) + -->
<!--   scale_fill_viridis_c() -->

<!-- ``` -->

<!-- --- -->

<!-- ```{r} -->
<!-- library(EnsDb.Hsapiens.v86) -->
<!-- hg.pairs <- readRDS(system.file("exdata", "human_cycle_markers.rds", package="scran")) -->
<!-- all_genes <- ensembldb::genes(EnsDb.Hsapiens.v86) -->

<!-- gene_name_2_id <- function(gene){ -->
<!--    return(all_genes[all_genes$gene_name==gene,]$gene_id[1]) -->
<!-- } -->

<!-- gene_ids <- sapply(rownames(sce), gene_name_2_id) -->
<!-- rowData(sce)["gene_id"] <- gene_ids -->
<!-- rowData(sce)["gene_name"] <- rownames(sce) -->

<!-- rownames(sce) <- rowData(sce)[["gene_id"]] -->

<!-- assignments <- cyclone(sce, hg.pairs, assay.type="logcounts") -->

<!-- ## Add "phase" assignments to mofa -->
<!-- sce$cellcycle_phase <- assignments$phases -->
<!-- samples_metadata(mofa_trained)  <- samples_metadata(mofa_trained) %>% -->
<!--   mutate(cellcycle_phase=sce[,match(samples_metadata(mofa_trained)$sample, colnames(sce))]$cellcycle_phase) -->
<!-- ``` -->

<!-- ```{r} -->
<!-- plot_factors(mofa_trained, factors = 1, color_by = "cellcycle_phase") -->
<!-- ``` -->


<!-- <!-- ```{r, fig.width=15, fig.height=5} --> -->
<!-- <!-- get_factors(mofa_trained, factors = 3, as.data.frame = TRUE) %>% --> -->
<!-- <!--   mutate(organ = sapply(str_split(sample, "-"), function(x) x[length(x)-3])) %>% --> -->
<!-- <!--   group_by(group) %>% --> -->
<!-- <!--   mutate(gr_mean = median(value)) %>% --> -->
<!-- <!--   ungroup() %>% --> -->
<!-- <!--   arrange(gr_mean) %>% --> -->
<!-- <!--   mutate(group=factor(group, levels=unique(group))) %>% --> -->
<!-- <!--   ggplot(aes(organ, value, color=organ)) + --> -->
<!-- <!--   geom_boxplot() + --> -->
<!-- <!--   geom_jitter() + --> -->
<!-- <!--   # geom_hline(yintercept = 0, linetype=2) + --> -->
<!-- <!--   coord_flip() + --> -->
<!-- <!--   facet_wrap(.~group, scales = "free_x") --> -->
<!-- <!--             group_by = "group",  dot_size = 0.8, add_boxplot = TRUE, dodge = TRUE) + --> -->
<!-- <!--   coord_flip() --> -->
<!-- <!-- ``` --> -->


<!-- ## Go by celltype instead of factor -->

<!-- ### DC1 -->
<!-- ```{r} -->
<!-- get_variance_explained(mofa_trained, as.data.frame = TRUE)[[1]] %>% -->
<!--   filter(group=="DC1") %>% -->
<!--   ggplot(aes(factor, value)) + geom_col() + -->
<!--   coord_flip() + -->
<!--   facet_wrap(group~., ncol = 6, scales = "free_x") -->
<!-- ``` -->
<!-- ```{r} -->
<!-- plot_factors(mofa_trained, factors = c(2,4), color_by = "organ", groups = "DC1") -->
<!-- ``` -->

<!-- ```{r, fig.width=12, fig.height=4} -->
<!-- plot_factor(mofa_trained, factors = c(4), color_by = "organ", group_by = "organ", groups = "DC1") -->
<!-- plot_factor(mofa_trained, factors = 4, group_by = "group", color_by = "organ", dot_size = 0.8, add_boxplot = TRUE, dodge = TRUE) -->
<!-- ``` -->
<!-- ```{r} -->
<!-- plot_weights(mofa_trained, factors = 4, nfeatures = 30) -->
<!-- ``` -->
<!-- ```{r} -->
<!-- plot_data_scatter(mofa_trained, factor = 4, groups="DC1", color="organ", features="HLA-DRA") -->
<!-- ``` -->

<!-- ## Explore by factor -->
<!-- ```{r} -->
<!-- plot_factor(mofa_trained, factor = 3) -->
<!-- plot_weights(mofa_trained, factor = 3, nfeatures = 20) -->
<!-- ``` -->


<!-- ## Find factors that discriminate between organs -->


<!-- ```{r} -->
<!-- get_organ_AUC <- function(mofa_trained, f, gr){ -->
<!--   f_df <- get_factors(mofa_trained, factors = f, groups = gr, as.data.frame = TRUE) %>% -->
<!--     # group_by(group) %>% -->
<!--     # mutate(value=scale(value)) %>% -->
<!--     # ungroup() %>% -->
<!--     mutate(organ = sapply(str_split(sample, "-"), function(x) x[length(x)-3]))  -->
<!--   organs <- unique(f_df$organ) -->
<!--   suppressWarnings(suppressMessages({org_auc <- sapply(organs, function(org) roc(as.numeric(f_df$organ==org), f_df$value)$auc)})) -->
<!--   all_organs <- as.character(unique(mofa_trained@samples_metadata$organ)) -->
<!--   org_auc <- setNames(org_auc[all_organs], all_organs) -->
<!--   return(org_auc) -->
<!-- } -->

<!-- all_organs <- as.character(unique(mofa_trained@samples_metadata$organ)) -->
<!-- all_groups <- as.character(unique(mofa_trained@samples_metadata$group)) -->

<!-- ## Mask if too little samples -->
<!-- n_samples_mat <- samples_metadata(mofa_trained) %>% -->
<!--   group_by(organ, group) %>% -->
<!--   summarise(n_samples=n()) %>% -->
<!--   pivot_wider(id_cols=c(group), names_from="organ", values_from="n_samples", values_fill=0) %>% -->
<!--   column_to_rownames("group") %>% -->
<!--   as.matrix() -->

<!-- mask_pairs <- t(n_samples_mat < 3) -->

<!-- AUC_mat <- sapply(all_groups, function(g) get_organ_AUC(mofa_trained, f=10, gr=g)) -->
<!-- AUC_mat[mask_pairs[rownames(AUC_mat), colnames(AUC_mat)]] <- NA -->

<!-- AUC_thresh = 0.8 -->
<!-- reshape2::melt(AUC_mat, varnames=c("organ", "group"), value.name="AUC") %>% -->
<!--   ggplot(aes(organ, group)) + -->
<!--   geom_point(aes(size=AUC, color=AUC)) + -->
<!--   geom_point(data=. %>% filter(AUC > AUC_thresh), shape=8, size=2,color="white") + -->
<!--   scale_size(limits = c(0.5,1)) + -->
<!--   scale_color_gradientn(colours = RColorBrewer::brewer.pal(5, "Reds")) -->
<!-- ``` -->


<!-- ```{r, fig.width=15, fig.height=4} -->
<!-- library(patchwork) -->
<!-- plot_factor(mofa_trained, factors = 5, group_by = "group", color_by = "organ", dodge = TRUE, add_boxplot = TRUE)  -->

<!--   plot_layout(guides="collect") -->

<!-- ``` -->
<!-- ```{r} -->
<!-- plot_weights(mofa_trained, factors = 5, nfeatures = 30) -->
<!-- ``` -->
<!-- ```{r} -->
<!-- plot_data_heatmap(mofa_trained, factor = 5, show_colnames=FALSE) -->
<!-- ``` -->



<!-- # Model 3 -  MEFISTO  -->

<!-- Add time as covariate to run MEFISTO -->

<!-- ```{r} -->
<!-- ## Vector for time assignment -->
<!-- times <- distinct(data.frame(age=sce$age, new_sample)) %>% -->
<!--   column_to_rownames('new_sample') %>% -->
<!--   .[sample_names_unique,] -->

<!-- samples_metadata(mofa)[["time"]] <- times -->

<!-- mofa <- set_covariates(mofa, covariates = "time") -->
<!-- mofa -->
<!-- ``` -->
<!-- ```{r, fig.height=15, fig.width=10} -->
<!-- gg_input <- plot_data_overview(mofa, -->
<!--                                show_covariate = TRUE, -->
<!--                                show_dimensions = TRUE)  -->
<!-- gg_input -->
<!-- ``` -->

<!-- <!-- Keep groups that span multiple views --> -->
<!-- <!-- ```{r} --> -->
<!-- <!-- gr_samples <- split(samples_metadata(mofa)$sample, samples_metadata(mofa)$group) --> -->
<!-- <!-- all(is.na(data$BM[,gr_samples$Basophil])) --> -->
<!-- <!-- lapply(unique(samples_metadata(mofa)[["group"]]), function(x) data$BM[]) --> -->


<!-- <!-- mofa@data --> -->
<!-- <!-- subse(mofa)[,samples_metadata(mofa)[["group"]] == "Basophil"] --> -->
<!-- <!-- ``` --> -->

<!-- Prepare 4 training -->

<!-- ```{r} -->
<!-- data_opts <- get_default_data_options(mofa) -->

<!-- model_opts <- get_default_model_options(mofa) -->
<!-- model_opts$num_factors <- 10 -->

<!-- train_opts <- get_default_training_options(mofa) -->
<!-- train_opts$seed <- 2020 -->
<!-- train_opts$convergence_mode <- "fast" # use "fast" for faster training -->

<!-- mefisto_opts <- get_default_mefisto_options(mofa) -->
<!-- mefisto_opts$warping <- FALSE -->
<!-- # mefisto_opts$sparseGP <- TRUE -->

<!-- mofa <- prepare_mofa( -->
<!--   object = mofa, -->
<!--   data_options = data_opts, -->
<!--   model_options = model_opts, -->
<!--   training_options = train_opts, -->
<!--   mefisto_options = mefisto_opts -->
<!-- )  -->
<!-- ``` -->

<!-- ## Train -->

<!-- ```{r} -->
<!-- outfile <- "/nfs/team205/ed6/data/Fetal_immune/myeloid_mefisto_model.hdf5" -->
<!-- mofa_trained <- run_mofa(mofa, outfile = outfile) -->
<!-- ``` -->

<!-- ## Load trained model -->
<!-- ```{r} -->
<!-- mofa_trained <- load_model(outfile, load_interpol_Z = TRUE) -->
<!-- ``` -->

